５ちゃんねる ★スマホ版★ ■掲示板に戻る■ 全部 1- 最新50

■ このスレッドは過去ログ倉庫に格納されています

■■発売日前のもせ情報 part2■■

1 ：　：02/08/31 20:43 ID:xM70xHt2: 大好評に付き第2弾です。
ちなみに前スレは俺の全勝で終了しました。
2 ：asdf：02/08/31 20:43 ID:a6RyHbcy: このスレの削除依頼を出しました。
3 ：　：02/08/31 20:44 ID:xM70xHt2: >>2
のアク禁を申請しました。
4 ：asdf：02/08/31 20:46 ID:a6RyHbcy: つーか、前スレはｷﾃｨが埋め立ててたな
5 ：　：02/08/31 23:26 ID:xM70xHt2: どうやら今回も俺の全勝で終了しそうだな（ｗ
6 ：　：02/09/01 16:24 ID:kJNPJo3y: part1とpart2両方俺の全勝で終了！
7 ：：02/09/01 18:32 ID:hMgDve6D: 悲惨なスレ記念かきこ
8 ：：02/09/01 23:02 ID:y6kbNV9M: http://dempa.2ch.net/prj/page/heisa/news5.html
9 ：　：02/09/01 23:28 ID:kJNPJo3y: hMgDve6Dは悲惨な人生決定！
10 ：：02/09/02 04:20 ID:nuNZ6e27: kJNPJo3yは死亡決定！
11 ：　：02/09/02 08:34 ID:Lj3DJPdP: nuNZ6e27は真性馬鹿だな（ｗ人間だったらいつか死ぬのは当たり前だろ（ｗもっとまともな事言えないのかね。小学生以下だな（ｗ
12 ：：02/09/02 12:42 ID:GXxXGvm6: みんなお前の真似して馬鹿なこと言ってるんだよ。
からかわれてるのに気付かないんだな、頭悪いな。
13 ：　：02/09/02 20:00 ID:Lj3DJPdP: GXxXGvm6は自分が身体障害者ということに気づいていないキチガイ
14 ：：02/09/02 21:39 ID:nuKCkoXC: Lj3DJPdPは根暗のうんこ
15 ：：02/09/02 21:47 ID:HNHb3EAF: http://www.cotw.jena.co.uk/cotw/125-6ua3/green09a.jpg
↑>>1の顔
16 ：　：02/09/02 22:37 ID:Lj3DJPdP: nuKCkoXCは「うんこ」とか小学生並みのことしか言えない知恵遅れ
HNHb3EAFはグロ画像貼るのを快感としているレイプ犯殺人鬼
17 ：：02/09/03 04:35 ID:EVCfRYWB
18 ：：02/09/03 19:57 ID:S+d4C8hU
19 ：　：02/09/03 23:09 ID:g0Qf3CxN: またこの優良スレも１０００まで行きそうだな（ｗ
20 ：：02/09/04 05:02 ID:3C8nkQTM
21 ：　：02/09/04 13:56 ID:Agk/05G4: 結局夏厨は夏休みが終わると何も言い返せないのでした。

　　　　　　　　　　　　　　完
22 ：　：02/09/04 13:56 ID:Agk/05G4: よって俺様の全勝で終了！
23 ：：02/09/04 17:45 ID:MvLpZNAq: （　´,_ゝ`）ﾌﾟｯ
24 ：-：02/09/04 17:46 ID:5WWMEZBp: よって皆様の全勝で終了！
25 ：（　´,_ゝ`）ﾌﾟｯ ：02/09/04 17:47 ID:zc1keTnb: Lj3DJPdPは根暗のくそったれヒッキー
26 ：：02/09/05 02:41 ID:zzTVDLaD: >>1
悲惨な人間…
27 ：：02/09/05 03:02 ID:8WbHJEYk: Agk/05G4は両親もカス
28 ：　：02/09/05 04:37 ID:nqvl7zr6: MvLpZNAqは（　´,_ゝ`）ﾌﾟｯを覚えたての厨
5WWMEZBpはもう少し日本語の勉強をしましょう（ｗ
zc1keTnbは一生童貞のアニメヲタ
zzTVDLaDは悲惨なゴミ
8WbHJEYkは先祖から末代までゴミカス人でなしキチガイ家族
29 ：：02/09/05 13:25 ID:Bpag5iJw: nqvl7zr6は頭も性格も悪い嫌われ者
30 ：：02/09/05 20:24 ID:QyuCtidk
31 ：　：02/09/05 21:33 ID:nqvl7zr6: Bpag5iJwは全身マヒの植物人間
32 ：：02/09/05 22:30 ID:ewoUNTyu: >>1
(^Д^)ｷﾞｬﾊ!
ははぁ・・・あなたもしかしたら施設から来た人ですね？
臭いですぐわかりますよ♪
この中学生のような書きこみは施設特有のものです(^^;ﾜﾗ
あなたもしかして「俺ってアングラ詳しいぜ」とか思ってませんか？
愛読書はもしかして「ハッカージャパンとゲームラボ」だったりして(^^;ﾜﾗ
あなたのようにインターネットを初めて数ヶ月の人には良くある事です♪
自分が裏の道に精通してるように錯覚してしまうようなことはね♪
小さいうちは悪人に憧れることはよくある事らしいですし♪
でもちょっと考えてみてください♪
それってものすごく恥ずかしいことなんですよ♪
あなたの書きこみをみてみんな笑ってます♪
「こいつガキだなー(^^;ﾜﾗ」って☆ミ
そう思われるのって悔しくないですか？
だったらそんなくだらないことは止めましょうよ♪
今だったら誰も本気で怒ってませんよ♪
まだ中学生なんだしいくらでもやり直しはできます♪
ほんのちょっと勇気を出すだけでいいんです♪
ほんのちょっとだけね(^^;ﾜﾗ
33 ：　：02/09/06 00:06 ID:nOiFFZau: ewoUNTyuは煽りのコピペと得意げに使う2ch初心者
34 ：：02/09/06 01:04 ID:pu3lePUb: nOiFFZauは日本語が上手く話せない障害者
35 ：　：02/09/06 02:44 ID:nOiFFZau: pu3lePUbは掲示板に書き込むことを話すと思っている知恵遅れ
36 ：：02/09/06 20:31 ID:AN/CEG4k
37 ：：02/09/06 23:07 ID:AMVAhmcP: nOiFFZauは悲惨なスレしか立てられないクズ
38 ：：02/09/06 23:11 ID:6gfDDAMU: >>1は本物のキチガイっぽいな、頭も悪そうだし。
39 ：　：02/09/06 23:12 ID:DkjQGzDA: AN/CEG4kは書き込み内容通り脳みそ空っぽのサル
AMVAhmcPは臆病でスレ立ても出来ないチキン野郎

お前ら人の真似ばっかで楽しいか？
創始者の俺様の全勝でこのスレは終了！
40 ：：02/09/06 23:14 ID:QBvatXm8: >人の真似ばっか
お前がな、障害者君
41 ：　　：02/09/06 23:17 ID:1WDnz5t7: 創始者？
（　´,_ゝ`）ﾌﾟｯ
42 ：：02/09/06 23:39 ID:RkG5kQAp: このスレ悲惨すぎて笑えないな
43 ：　：02/09/07 01:45 ID:6A3Rs/vO: AMVAhmcPは煽りしか楽しみのない引き篭もり。
6gfDDAMUは本物の奇形児っぽいな
DkjQGzDAは下手糞な騙り
QBvatXm8は「お前がな」という古典的なことしか言えない化石野郎
1WDnz5t7は「（　´,_ゝ`）ﾌﾟｯ」を覚えたての２ｃｈ初心者
RkG5kQApはホームレス
44 ：-：02/09/07 02:34 ID:y/NMBWXO: １の友達になってやるよ
ありがたく思えよゴミ
45 ：：02/09/07 02:34 ID:urSw+v8D: >>43
それ全部お前自身のことじゃん
46 ：：02/09/07 02:41 ID:o8PtJptd: こんなに馬鹿な>>1は珍しいな。
消防か？
47 ：　：02/09/07 07:26 ID:6A3Rs/vO: y/NMBWXOは性病なので友達になりたくありません。
urSw+v8Dは単レスの単純馬鹿。ユモーアセンス０
o8PtJptdは視覚障害と聴覚障害の医学会を驚かせた奇形児。
48 ：：02/09/07 16:29 ID:VCSfsY/q: ワンパターンな煽りだな、もっとひねろよゴミ
毎日自分の馬鹿さ加減を晒して楽しいか？
49 ：：02/09/07 21:39 ID:vj7JWWyP
50 ：　：02/09/08 01:03 ID:0utl7RX4: VCSfsY/qももっとひねれよ（ｗ
つうか死ね（ｗｗｗｗ
51 ：：02/09/08 05:06 ID:U5XnUgi1
52 ：：02/09/08 20:12 ID:2ssGTnQd
53 ：：02/09/09 04:42 ID:BWDzuSsS
54 ：：02/09/09 06:27 ID:K5TbbuSS: age荒らし必死だな（ｗ
55 ：：02/09/09 16:04 ID:GWkEIPiZ: 一番必死なのは>>1
56 ：　：02/09/09 16:19 ID:okDU9O9U: 本郷が自作自演してるスレはここですか？
57 ：：02/09/09 20:09 ID:M0OxKkCW
58 ：：02/09/09 20:41 ID:9hnYQibt: >>1
お前は間違いなく社会不適合者だな。
カスは社会に出てこなくていいから引き籠もったまま死んでしまえ。
59 ：　：02/09/10 00:51 ID:qVLhN4rA: GWkEIPiZは毎日残飯をあさる必死なホームレス
9hnYQibtは人間不適合者だな（ｗ
60 ：：02/09/10 04:55 ID:ojppz/zB
61 ：：02/09/10 19:47 ID:qpPVq492
62 ：　：02/09/10 19:56 ID:ox607ksO: ﾍﾞｯｸｹﾞﾄ
63 ：　：02/09/11 03:07 ID:b6m8dbjE: もう全員ageる事しか抵抗のできない低脳腰抜けしかいないので。
俺の全勝で終了！
64 ：：02/09/11 11:35 ID:oSVMkmAL
65 ：：02/09/11 20:05 ID:hB3OrRd/
66 ：：02/09/11 21:59 ID:oG7ml+iK: >俺の全勝で終了！

ホームラン級の馬鹿ですな(ﾌﾟ
67 ：　：02/09/11 23:21 ID:b6m8dbjE: oG7ml+iKはガチンコの大和龍門にあこがれる単純厨房
68 ：：02/09/12 04:45 ID:T2RW1jvX
69 ：　：02/09/12 05:07 ID:8XUoB17P: 空白スペースしか反論できないようなので俺の全勝で終了！！
70 ：：02/09/12 13:56 ID:YrO5puJv
71 ：：02/09/12 21:10 ID:ObZ3ATcG
72 ：：02/09/13 04:18 ID:u8fyRkmQ
73 ：：02/09/13 19:22 ID:oEjhi2xT: 晒しage
74 ：：02/09/13 23:23 ID:j6nutc+H
75 ：：02/09/14 05:14 ID:oaXqHMae
76 ：　：02/09/14 06:30 ID:R+f0ILVB: ところで、もせってなんですか？
まさかMP3のことじゃないですよね。
そんな大昔の言葉を使ってるとは、とても信じられないので
違うと信じてます。
77 ：　：02/09/14 07:10 ID:/FBpxPsX: oEjhi2xTは晒しているつもりが実は保全になっていることに気づかない真性厨
R+f0ILVBは田舎者
78 ：：02/09/14 12:43 ID:YFmN8Ws2: 晒すために保守してるんだろ
79 ：　：02/09/14 13:40 ID:MeLHcKFf: >>77-78

>>73や>>76に簡単に
釣られるお前らが一番見苦しい。
80 ：：02/09/14 14:11 ID:PjkBxPjH: >>73 = >>78 ですが何か？
81 ：　：02/09/14 18:13 ID:/FBpxPsX: MeLHcKFfは釣られたくてレスする変態
82 ：　：02/09/14 18:14 ID:/FBpxPsX: YFmN8Ws2は保守の意味をわかっていない必死で言い訳をする馬鹿
83 ：：02/09/14 19:49 ID:I1kznctk
84 ：：02/09/15 04:26 ID:AmP1gZkA
85 ：(;´Д`)：02/09/15 04:37 ID:O0uZM16h: 100取った奴が真の糞
86 ：　：02/09/15 05:44 ID:AwuP+6s+: 悲惨なｽﾚ見つけた。
87 ：：02/09/15 07:08 ID:6mkEpsik: O0uZM16hは意味不明な事を言い出す馬鹿
AwuP+6s+は友達が1人もいない悲惨な人間
88 ：：02/09/15 19:42 ID:CGd+foZd
89 ：：02/09/16 06:37 ID:hXKai4dp: はい、つーことで誰も言い返せないので
俺の全勝で終了！
90 ：：02/09/16 07:13 ID:Ulm0xmQ6: 悲惨なスレ…
91 ：：02/09/16 07:17 ID:MHdhHCJB
92 ：　：02/09/16 08:48 ID:hXKai4dp: Ulm0xmQ6は悲惨なウンコ
93 ：：02/09/16 20:30 ID:Qz7ijA+T
94 ：：02/09/16 22:26 ID:/e5BH18e: >>1は今年の夏厨の中で一番頭悪いな。
95 ：：02/09/17 03:21 ID:2j8+Y2tI
96 ：　：02/09/17 03:24 ID:xOPiKT3R: そんなことないよ。僕の方が頭悪いから
１をいじめないで(泣)
97 ：　：02/09/17 04:04 ID:wLZhXgiV: 　
98 ：：02/09/17 05:46 ID:hxJkdmR+: >>96 = >>1
自己弁護に必死だな（ｗ
99 ：：02/09/17 07:00 ID:CyoKOOzf: /e5BH18eは２ｃｈ始まって以来の真性リアル厨だな。
xOPiKT3Rは下手糞な自作自演で１を装う単発ヒッキー。
hxJkdmR+はそれに騙される単純馬鹿
100 ：　：02/09/17 07:01 ID:CyoKOOzf: 100ゲット。
よって俺の全勝で終了！！！！
101 ：：02/09/17 21:04 ID:/5yeuTHf
102 ：　：02/09/17 21:08 ID:iGDfe2c9: BoA「奇蹟／NO.1」(AVCD-30378)
DREAMS COME TRUE「IT'S ALL ABOUT LOVE」(DCTR-5001)
HB「Do my thing」(TFCC-89039)
Lyrico「キセキノハナ」(SRCL-5438)
michico「the superstar」(SICL-25)
MIO「Mother's Eternity」(SRCL-5437)
Neo「You've Got A Friend」(PCCA-70017)
PENICILLIN「花園キネマ」(IOCD-11025)
shela「Himawari」(AVCD-30362)
The Spy "C" Dildog「パープルビーヘヴン」(MUCD-5018)
WHiTE「ピンクのボトル」(SRCL-5411)
WORD SWINGAZ「Let it go！～炎の五回裏－O-Town Players E.P.－」(PCCA-70015)
うたいびとはね「未タイトル」(FLCF-7029)
キセル「ギンヤンマ」(VICL-35431)
ゴスペラーズ「Promise」(KSCL-480)
ゴスペラーズ「Two-way Street」(KSCL-483)
ゴスペラーズ「U'll Be Mine」(KSCL-481)
ゴスペラーズ「Winter Cheers！」(KSCL-482)
ゴスペラーズ「カレンダー」(KSCL-484)
ゴスペラーズ「待ちきれない」(KSCL-485)
なおと「あの素晴らしい愛をもう一度」(SRCL-5441)
ミニ塾。feat.塾長「SMALL WORLD」(SRCL-5426)
岡村靖幸と石野卓球「come baby」(KSCL-476)
京田未歩「Dear Mr.毎日」(PCCA-1764)
小島麻由美「愛しのキッズ」(PCCA-1762)
松浦亜弥「The 美学」(EPCE-5176)
上原多香子「Air」(AVCD-16024)

ｵﾏｲﾗMXがなかったとして、どれか『買い』ますか？
103 ：：02/09/17 21:19 ID:zWHtOGLL: >>102
スレ違い
104 ：　：02/09/17 21:28 ID:yPZuJ6Lr: >>102
ゴスペラーズは今までDLしまくったんでMXが使えなくなったら1枚くらいは買う
105 ：：02/09/18 04:43 ID:6hiByPGV: >>104
スレ違い
106 ：　：02/09/18 07:54 ID:Uv5RxxiY: zWHtOGLLは自分がすれ違いに気づかない知障
6hiByPGVは必死で荒らそうとする真性厨
107 ：：02/09/18 09:48 ID:kqgwqczR: Uv5RxxiYは母子相姦に毎日ふける時代錯誤な化石人間
108 ：　：02/09/18 18:29 ID:Uv5RxxiY: kqgwqczRは母子相姦が時代錯誤と勘違いしている恥ずかしい脳内電波
109 ：：02/09/18 22:11 ID:5J3W6Xar
110 ：：02/09/19 02:03 ID:X0qqYk1h: >>1以外の煽りは面白いな、>>1はカス
111 ：　：02/09/19 05:53 ID:LixqzuMq: X0qqYk1hの煽りは今までの中で一番カスゴミ
112 ：：02/09/19 21:33 ID:YN0lR2qu
113 ：：02/09/20 04:23 ID:/p5wqTAY
114 ：　：02/09/20 06:14 ID:2FJ1s0n6: Uv5RxxiYは本当に母子相姦やってる変質者
115 ：：02/09/20 15:03 ID:OEMXc5V0: CyoKOOzfは100ゲットして全勝した神
116 ：：02/09/20 21:28 ID:6qkxhtUy
117 ：：02/09/21 04:38 ID:t7G6Swqj
118 ：　：02/09/21 07:33 ID:LamGpuxo: 2FJ1s0n6は母子相姦の意味をわかっていない低脳
119 ：　：02/09/21 09:25 ID:TAol1M94: >>115
禿藁(w
120 ：：02/09/21 10:07 ID:oYqhtCt8: >>1以外は面白いな
121 ：：02/09/21 17:51 ID:LamGpuxo: oYqhtCt8は世界一つまらないハゲオヤジ
122 ：：02/09/21 19:59 ID:VTRKvEc0
123 ：　：02/09/21 21:04 ID:YITqIW1s: VTRKvEc0はIDに"VTR"が入っていて運のいい奴
124 ：：02/09/22 05:55 ID:qvAVQJlG
125 ：：02/09/22 19:33 ID:UyrfVGeV
126 ：：02/09/23 04:44 ID:mHzbk7xa
127 ：　：02/09/23 09:04 ID:6TBQ7JZA: 1の全勝で終了！
128 ：：02/09/23 11:21 ID:bEWnZTob: >>1は普通に頭が悪いだけで面白みがない
129 ：　：02/09/23 19:00 ID:6TBQ7JZA: bEWnZTobは普通に童貞で知障者だから煽る価値無し
130 ：：02/09/24 02:08 ID:aANKad4D: 1の全勝で終了！
131 ：：02/09/24 02:33 ID:mdgugHjT: ryosure
132 ：　：02/09/24 02:41 ID:LVMZ1yHC: いや・・・

もせは発売しないだろ？
133 ：：02/09/24 02:49 ID:OsN83qW8: ｸｰﾙなﾂｯｺﾐ…

しかし相変わらず歴代で悲惨なｽﾚだなｗ
134 ：　：02/09/24 03:03 ID:5BDEKnwg: 1は全勝で
■■■■■■■■■■■■■■■■■終了■■■■■■■■■■■■■■■■■■
135 ：：02/09/24 08:40 ID:aANKad4D: LVMZ1yHCは日本語を理解できない言語障害者
OsN83qW8は日本一悲惨な人生を送るホームレス
136 ：：02/09/24 21:06 ID:Wvf4Cmjz: 相変わらずつまらん煽りだな、もう少し考えろよゴミ
ひねった煽りに何も返してないとこをみると相当読解力のない障害者だな(ﾌﾟ
137 ：：02/09/25 00:48 ID:524T44Ud: Wvf4Cmjzは誰にレスするかも書けない2ch初心者（　´,_ゝ`）ﾌﾟｯ
138 ：：02/09/25 04:28 ID:XmIH1EeM
139 ：：02/09/25 04:46 ID:AWiaEz3Y: 　　　　　 .┌┐
　　　　　　　　／ /
　　　　　　.／　/ i
　　　　　　|　( ﾟДﾟ) ＜そんなバナナ！
　　　　　　|（ﾉi　　|）
　　　　　　|　 i　　i
　　　　　　＼_ヽ＿,ゝ
　　　　　　　 U" U
140 ：：02/09/25 21:27 ID:pxUOCgXX
141 ：：02/09/26 00:43 ID:RuTs99MO: 1の全勝で終了！
142 ：：02/09/26 04:46 ID:DsKrToY5
143 ：：02/09/26 21:03 ID:JJbGMMQn
144 ：：02/09/26 21:37 ID:vn00n0Dg: >>1は下手な揚げ足取りしかできない低学歴
145 ：　：02/09/26 23:57 ID:RuTs99MO: vn00n0Dgはワンパターンな煽りしかできない単細胞
146 ：：02/09/27 01:17 ID:WNPLnABU: ワンパターンな煽りしかできないのは>>1だろ、幼稚園児並（　´,_ゝ`）ﾌﾟｯ
147 ：sage：02/09/27 01:22 ID:AuQIKxDH: 常連ｽﾚなんだからﾏﾀｰﾘいこうや( ´ー｀)y-~~
148 ：hage：02/09/27 02:10 ID:nwJGaNvB: age
149 ：　：02/09/27 08:57 ID:k6YoRSTY: WNPLnABUは人の言われたことをそのまま返すことしかできない思考能力０の中卒
150 ：：02/09/27 10:28 ID:yvevcn4e: 関連スレ

清春(Sads&黒夢) VS 松岡(SOPHIA)【part2】
http://cocoa.2ch.net/test/read.cgi/musicj/1032319948/

松岡 VS 清春 VS Gackt VS hyde VS 河村隆
http://cocoa.2ch.net/test/read.cgi/musicj/1031660489/
151 ：：02/09/27 17:00 ID:Z3cte2Pa: >>1
>人の言われたことをそのまま返すことしかできない思考能力０の中卒
100%お前の事じゃないか、自分を煽ってんのか？(ﾌﾟ
152 ：　：02/09/27 18:06 ID:UwKr7qjk: 電波2chでなぜかこのスレが良スレとして紹介されてる…
ttp://dempa.2ch.net/prj/page/ura2ch/news002090511667.htm
153 ：：02/09/27 20:28 ID:k6YoRSTY: Z3cte2Paは発狂した人格障害者
154 ：：02/09/28 05:12 ID:hQlVEagC
155 ：：02/09/28 21:09 ID:zfJ0JDZP
156 ：：02/09/29 05:35 ID:VKhjfC0m
157 ：　：02/09/29 05:54 ID:Ohjb18w/: レポート元 [Godsloop2] godsloop.dyndns.tv:7777
Sunday, September 29, 2002 05:44:30

ユーザ名 : BOSS
ｱｸｾｽﾚﾍﾞﾙ : Human
ｵﾝﾗｲﾝ時間 : 0:06:35
入室ﾁｬﾝﾈﾙ :
状態 : Remote
共有ﾌｧｲﾙ数 : 5416
現在のﾀﾞｳﾝﾛｰﾄﾞ : 0
現在のｱｯﾌﾟﾛｰﾄﾞ: 3
接続種類 : T3+
ｸﾗｲｱﾝﾄﾊﾞｰｼﾞｮﾝ : WinMX v2.6j Notice:

　　
158 ：　：02/09/29 13:51 ID:Y8ArxHut: ビビって誰も言い返せないので1の全勝で終了！
159 ：age：02/09/29 18:07 ID:dZtowiC6: age
160 ：：02/09/30 05:47 ID:H/yk+wlD: 1の全敗で終了!!!!!!1
161 ：：02/09/30 19:11 ID:HCUqqDnw: H/yk+wlDは根性なしの腰抜けインポ野郎。
162 ：　：02/10/01 00:10 ID:J8UvQU1b: 1の全勝で終了！
163 ：：02/10/01 00:11 ID:J8UvQU1b: ↓毎日午前4時～6時にageる引き篭もり童貞キチガイ馬鹿
164 ：：02/10/01 04:07 ID:wU3yqZKK
165 ：　：02/10/01 10:13 ID:J8UvQU1b: 予想通りｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
ぎゃははは最高！
166 ：(　ﾟДﾟ)＜うぐぅ ◆dKanonKQ ：02/10/01 16:02 ID:TuheOqRM: ID:J8UvQU1bは引き篭もり童貞キチガイ馬鹿

ID:wU3yqZKKは人の誘いもいやだぁっと断れないいいやつ。
167 ：　：02/10/01 18:10 ID:J8UvQU1b: TuheOqRMは毎日2chしか楽しみのないDQN
168 ：：02/10/01 19:26 ID:X2bmeJ6D
169 ：1：02/10/02 01:55 ID:OcdiW5qd
170 ：(　ﾟДﾟ)＜うぐぅ ◆dKanonKQ ：02/10/02 05:10 ID:kf9IiYV7: ID:OcdiW5qdはﾈﾀがないくせに保守する糞
171 ：　：02/10/02 05:12 ID:4/IEIHFL: kf9IiYV7は１６９を１と勘違いする恥ずかしい香具師
172 ：　：02/10/02 05:15 ID:4/IEIHFL: 「うぐぅ」←この響きがオタク丸出し（ｗ
秋葉原で狩られるなよ（ｗ
173 ：1：02/10/02 05:50 ID:bkPXeDqA
174 ：1(本物）：02/10/02 15:29 ID:4/IEIHFL
175 ：1(本物)：02/10/02 20:08 ID:qIqEnP5d
176 ：：02/10/03 02:30 ID:2TaXqhMb: ↓毎日午前4時～6時にageる引き篭もり童貞キチガイ馬鹿
177 ：(　ﾟДﾟ)＜うぐぅ ◆dKanonKQ ：02/10/03 02:37 ID:M7EgxnS9: ↑は☆ず☆れ～☆残念でしたぁ～☆ば～かば～か☆
178 ：1：02/10/03 05:26 ID:YEn7RGAT
179 ：：02/10/03 09:46 ID:WmVyBEPC: LIVの「SOUL」って検索してもHITしないね。3.3WPN
180 ：　：02/10/03 11:31 ID:2TaXqhMb: M7EgxnS9は自分に↑を付けてば～かば～か☆と言う知的障害者
181 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/10/03 18:39 ID:wwHWDXxx: ↑ちげぇよ、糞がぁ～お前盲目すぎだゾ～ID:2TaXqhMbに言い返してやったんだぃ
182 ：：02/10/03 20:05 ID:KtHr/qIk: >>181
糞ﾜﾗﾀｗ
183 ：：02/10/04 00:17 ID:Xz944BiZ: 177 ：(　ﾟДﾟ)＜うぐぅ ◆dKanonKQ ：02/10/03 02:37 ID:M7EgxnS9
↑は☆ず☆れ～☆残念でしたぁ～☆ば～かば～か☆

181 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/10/03 18:39 ID:wwHWDXxx
↑ちげぇよ、糞がぁ～お前盲目すぎだゾ～ID:2TaXqhMbに言い返してやったんだぃ
184 ：1：02/10/04 04:44 ID:eIpbZ9mK
185 ：1：02/10/04 20:19 ID:cxI+ZD2v
186 ：　：02/10/04 20:21 ID:Dc/Sva1J: 　
187 ：　　：02/10/04 20:23 ID:Dc/Sva1J: ｚｚｚｚｚｚｚｚｚ
188 ：1：02/10/05 06:03 ID:V3vJMg+A
189 ：　：02/10/05 18:09 ID:ETunqVPQ: モセは２．６の子鯖と３．３どっちが数多い？
190 ：：02/10/06 05:54 ID:1kEiPxGL: >>189
スレ違い
191 ：：02/10/06 06:56 ID:oFPkGCyM: 3.3でWPNへ逝きつつ2.6申請して子鯖へ逝けばいいだろ
192 ：：02/10/06 20:07 ID:ta59VNPb
193 ：_：02/10/07 03:49 ID:zlzoirJk: 前スレの>>1がまた糞スレ立てて悲惨な目にあってます↓
※洋楽動画専門情報局※
http://tmp.2ch.net/test/read.cgi/download/1033574413/l50
194 ：　：02/10/07 03:51 ID:JSVa9wG5: 新作情報
http://tmp.2ch.net/test/read.cgi/download/1033754497/
195 ：：02/10/07 05:53 ID:l++5CmN4
196 ：：02/10/07 12:21 ID:lfv1Qn3d: zlzoirJkは妄想で現実逃避している夢遊病患者
197 ：　：02/10/07 14:17 ID:lfv1Qn3d: http://www.need4xxx.net/asian/hamedori/data/099/dir/
198 ：1：02/10/07 22:27 ID:RB3J4wGC
199 ：　：02/10/07 22:27 ID:fHpy7xG2: 199
200 ：　：02/10/07 22:28 ID:fHpy7xG2: 未だ！

　２　０　０　下　っ　ﾄ　！
201 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/10/07 22:32 ID:NQTjJyAd: くっ！！！俺様が２００とろうとｶｷｺﾎﾞﾀﾝおそうと思ったらおす直前に回線切れやがったあぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁ

ID:fHpy7xG2はほんと、ｶｺﾜﾙｲﾈ！
202 ：　：02/10/07 22:33 ID:fHpy7xG2: >>201
あなたがいちばんこっこ悪いですが何か？
203 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/10/07 22:35 ID:NQTjJyAd: こっここ～ここここ～こいはこいはこい
204 ：　：02/10/08 00:29 ID:li/ERLW5: NQTjJyAdダサッ（　´,_ゝ`）
205 ：1：02/10/08 05:29 ID:TNcOaC2A
206 ：1：02/10/08 20:05 ID:0nJ27vtV
207 ：1：02/10/09 04:34 ID:MWeypArE
208 ：1：02/10/09 21:34 ID:QPPel4aB
209 ：：02/10/09 23:36 ID:HNPOhVic: 200 ：　：02/10/07 22:28 ID:fHpy7xG2
未だ！

　２　０　０　下　っ　ﾄ　！

201 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/10/07 22:32 ID:NQTjJyAd
くっ！！！俺様が２００とろうとｶｷｺﾎﾞﾀﾝおそうと思ったらおす直前に回線切れやがったあぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁぁ
210 ：：02/10/10 04:33 ID:cgzPTgDU
211 ：1：02/10/10 20:13 ID:iz2xZlKv
212 ：1：02/10/11 04:50 ID:y2xR9N5b
213 ：1：02/10/11 20:58 ID:4Naw5TDO
214 ：1：02/10/12 05:05 ID:d2SrF1tR
215 ：1：02/10/12 19:51 ID:HBXQpbJL
216 ：1：02/10/13 05:19 ID:BJFaw+86
217 ：1：02/10/13 19:31 ID:PqW7xtXI
218 ：　：02/10/14 05:01 ID:SvgLFPIm: ↓今日は来ないのかな
219 ：1：02/10/14 19:51 ID:quT2Wcac
220 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/10/14 23:27 ID:mYfxfBR7: ↑来た

↓次はいつかな
221 ：　：02/10/15 04:14 ID:WBEllCv0: ↓そろそろ来るぞ
222 ：　：02/10/15 05:51 ID:WBEllCv0: ↓１９時～２１に来るぞ
223 ：1：02/10/15 21:30 ID:WBEllCv0: もうバカしかいないので俺様の全勝で終了！
224 ：1：02/10/16 05:16 ID:B6NfFWkU
225 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/10/16 05:20 ID:34NynnRk: ↑出た！
226 ：：02/10/16 17:32 ID:I5I8GrNL: ↓今日も１９時～２１に来るぞ
227 ：ナナシサソ：02/10/17 00:19 ID:Bppn5ep/: 浜崎のCMで
「BOSS,君がそばにいてて、BOSS、～～～～～～～」
あれって曲名あるの？
228 ：　：02/10/17 03:41 ID:nn9RwTES: ↓今日も4時～6時に来るぞ
229 ：-：02/10/17 07:32 ID:5lKnxRfr: オリコンより今週の気になる新譜を・・・（個人的ですが）

10/16 Ｍｙ　Ｏｗｎ　Ｄｅｓｔｒｕｃｔｉｏｎ - ＥＬＬＥＧＡＲＤＥＮ
エモコア＆メロディックパンク。情緒的エモ好き必聴の一枚。

10/16 黒盤 -　マスラヲコミッショナー
インディーズで話題沸騰中・・・・かもしれない爽やかパンクス・マスラヲコミッショナーの1stアルバム。
名曲「追風」を含む全11曲。

10/16 ＴＥＲＭＩＮＡＬ　ＢＯＲＥＤＯＭ　ｖｅｒ．２ - ＲＥＧＩＳＴＲＡＴＯＲＳ
ラフでポップなパンクロック。
格好良すぎるＲＥＧＩＳＴＲＡＴＯＲＳの新アルバム。

10/17 一期一会　Ｓｗｅｅｔｓ　ｆｏｒ　ｍｙ　ＳＰＩＴＺ
コアなロックリスナーも愛聴という日本の宝スピッツのカバーアルバム。
椎名林檎やLOST IN TIME、ポリシックス、中村一義などが参加。
230 ：1：02/10/17 23:34 ID:sxI/+SPz: >>227 >>229
スレ違い
231 ：　：02/10/18 00:44 ID:DQuqQAuw: もうバカしかいないので１の全勝で終了！
232 ：1：02/10/18 05:30 ID:a79vV64a
233 ：↑：02/10/18 15:35 ID:DQuqQAuw: 馬鹿がｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
↓
234 ：：02/10/19 00:36 ID:/Wbq9AS2: ピンポンほすぃ
235 ：1：02/10/19 05:40 ID:ASVSLLzK
236 ：ナナシサソ：02/10/19 05:58 ID:NmliIG1k
237 ：ナナシサソ：02/10/19 06:53 ID:ofK+WK/s: 諸君！DLが好きだ諸君!!DLが好きだ諸君！DLが大好きだ｡
lriaが好きだ　偽装解凍ツールが好きだ　WinMXが好きだ　
もせが好きだ　ロムが好きだ　エロ画像が好きだ　ムービーが好きだ
割れずが好きだ
学校で会社で自宅で地球で幸福都市でほめすてで WPNPで　
ネット上で行われるありとあらゆるDL行動が大好きだ
諸君私はDLを地獄のようなDLを望んでいる
諸君私に付き従うﾜﾚｻﾞｰ諸君君達はいったい何を望んでいる?
更なるDLを望むか? 情け容赦のない糞のようなDLを望むか?
回線速度と時間の限りを尽くし飯を食うのもわすれ永遠に続く
テレホのようなDLを望むか?
DL!! DL!! DL!!
238 ：　：02/10/19 15:28 ID:69gH8plS: >>234

＞ピンポンほすぃ
（　´,_ゝ`）ﾌﾟｯ馬鹿じゃねーの？
239 ：1：02/10/19 20:30 ID:S7U4ED/p
240 ：　：02/10/19 22:10 ID:69gH8plS: 自分で1とか言って毎日午後9時前後と午前4時前後にageてる奴って
頭悪いよね引き篭もりなんじゃないの？病院行けって感じ（ｗ
241 ：1：02/10/20 05:50 ID:U4yYQvuO
242 ：↑：02/10/20 06:22 ID:dwdByhbY: 低脳ｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
243 ：1：02/10/20 21:14 ID:0/Qi7r4o
244 ：↑：02/10/20 21:15 ID:dwdByhbY: 低脳ｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
245 ：　：02/10/20 21:16 ID:dwdByhbY: ↓次は4時ごろかな（ｗ
246 ：1：02/10/21 04:56 ID:N6B/EyHE
247 ：…：02/10/21 05:27 ID:24DW7VLd: 106 ：番組の途中ですが名無しです：02/10/21 01:05 ID:pg2/gNLj
http://www2.strangeworld.org/uedakana/sahra6138.jpg
コレマジ？
248 ：　：02/10/21 08:04 ID:UVp1Wj+H: 低脳予想通りｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
↓今度は９時ごろかな？（ｗ
249 ：-：02/10/21 18:36 ID:hHVB3BBz: 　　　　　　　　▄██　　　　　▀▄　　　　　　　　　　　　　█▄　　▀█▄
　　▄▄▄████▀　　　　　　　█　▄　▄███▄　　　　　　█▄　　　▀▄
　　　█▀　　█　　▄▄　　　█▄██　█▀　　▀█　　　▄　　　█　▄████▄▄
　　　█▄▄████▀　　　　　　█▀█▀　　　　█　　　██▄██▀▀　　　　▀██
　　　█▀▀　▀▄　　　　　　　▄██　　　　　　█　　　　▀▀　█　　　　　　　█▀
　　　█　　　　█▄　　█　　　██　　　▄████　　　　　　　▀█　　　▀██▀
　　　█▄▄█▀　█▄██　　█　█　　　█　　　██▄　　　　　　█▄
　　███▀　　　　██▀　　　　█　　　▀███▀　▀▄　　　　　　██
250 ：：02/10/22 00:16 ID:1r51zkv7: ↓今度は4時ごろかな？（ｗ
251 ：：02/10/22 06:02 ID:UgiflVvW: ↓今度は21時ごろかな？（ｗ
252 ：：02/10/22 21:06 ID:ATxSND3f: ↓今度は4時ごろかな？（ｗ
253 ：ナナシサソ：02/10/22 23:16 ID:f2eHcD76: 落ち目倉木手に入れマスタ!!(･∀･)
皆さんQよろｗ
254 ：：02/10/23 04:57 ID:15udnl1B: >>253
スレ違い
255 ：：02/10/23 05:52 ID:bjsj/Lxz: もうバカしかいないので１の全勝で終了！
256 ：：02/10/23 19:15 ID:iPnZRlRZ: >>237
よろしいならばDLだ。
われわれは満身の力を込めて今順番待ちした糞共有だ

だがこのくらい闇の底で並びつづけてきた我々に
多少のもせでは物足りない

DOMを！
一心不乱のDOMを!!

われらはわずかな少数派。子鯖の隅に追いやられる存在かもしれない
だが私は君らが一騎当千のDOMだと信じている
ならば君らと私で総量100TのDOMになろうではないか

DOMを忘却の彼方へと追いやり
眠りこけている連中を叩き起こそう

髪の毛をつかんで引きずり降ろし
眼を開けさせ思い出させよう

連中に恐怖の味を思い出させてやる
連中に寝起きの見知らぬ青い文字を思い出させてやる

天と地のはざまには奴らの哲学では思いもよらない事がある事を思い出させてやる
総兵力100TのDOM信者の戦闘団で
良共有のファイルの価値を壊し尽くしてやる

「行くぞ諸君！」
257 ：　：02/10/23 20:52 ID:bjsj/Lxz: PnZRlRZはキチガイ
258 ：1：02/10/24 04:19 ID:e9rQDS94
259 ：1：02/10/24 21:17 ID:gdhBZgHx
260 ：：02/10/24 22:18 ID:dqiVTwhQ: >PnZRlRZはキチガイ
>>1はこんな返ししかできないのか？障害者？（　´,_ゝ`）ﾌﾟｯ
261 ：：02/10/24 22:23 ID:bYx/7UIL: >>1は1行レスしかできない知恵遅れ
262 ：　：02/10/25 01:33 ID:o7rWCBFF: dqiVTwhQはアルツハイマー病
bYx/7UILは一生童貞
263 ：1：02/10/25 04:29 ID:MoaFkrz0
264 ：↑：02/10/25 16:13 ID:589SK39r: 4時9時キチガイｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
265 ：1：02/10/26 05:13 ID:YtAyIrL5
266 ：↑：02/10/26 06:27 ID:9ZNikLjU: 4時9時キチガイｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
267 ：ナナシサソ：02/10/26 06:29 ID:9ZNikLjU: 毎日夜9時に起きて朝の5時に寝てるのかな（ｗ
完全な引き篭もりだね。
てゆうか知的障害者かな?（　´,_ゝ`）ﾌﾟｯ
268 ：1：02/10/26 22:33 ID:DAvKLqCy
269 ：ナナシサソ：02/10/27 00:39 ID:95Wx0wzC: >>1は本物の知的障害者っぽいな。
文章を考えることができないらしい。
死んでもいい人間。
270 ：ナナシサソ：02/10/27 00:41 ID:PrEHrFC7: >4時9時キチガイｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!

こんなレス堂々とできるなんて障害者以外ありえないだろ。
271 ：　：02/10/27 01:09 ID:ZsPk29AN: ↓ >>1(キチガイ)の悲惨な１行レス
272 ：：02/10/27 06:25 ID:f0kIgu8m: ↑
273 ：：02/10/27 15:26 ID:GWH7KQ/v: ID:PrEHrFC7=4時9時キチガイ
274 ：　：02/10/27 15:27 ID:GWH7KQ/v: 95Wx0wzCは死んでも地獄に迷惑がかかる価値0の生物
275 ：1：02/10/27 21:44 ID:ETbsT2zC
276 ：　：02/10/27 21:55 ID:GWH7KQ/v: 1の偽者4時9時キチガイｷﾀ━━━━━━(ﾟ(ﾟ∀(ﾟ∀ﾟ(ﾟ∀ﾟ)ﾟ∀ﾟ)∀ﾟ)ﾟ)━━━━━━!!!!!!
毎日夜9時に起きて朝の5時に寝てるのかな（ｗ
完全な引き篭もりだね。
てゆうか知的障害者かな?（　´,_ゝ`）ﾌﾟｯ
277 ：：02/10/28 04:36 ID:zCPZYA4O
278 ：↑：02/10/28 05:49 ID:B4szCDrN: 4時9時キチガイｷﾀ━━━━━━(ﾟ(ﾟ∀(ﾟ∀ﾟ(ﾟ∀ﾟ)ﾟ∀ﾟ)∀ﾟ)ﾟ)━━━━━━!!!!!!
毎日夜9時に起きて朝の5時に寝てるのかな（ｗ
完全な引き篭もりだね。
てゆうか知的障害者かな?（　´,_ゝ`）ﾌﾟｯ
279 ：ナナシサソ：02/10/28 16:14 ID:wFzqvLRs: １です。改心しました。
いま病院に行って来ました。
入院が正式決定しました。
医師に「今日にも入院したほうがいい」と勧められましたが、
準備などがあるので来週の火曜日から入院します。
治療方法があるかどうかさえわからない状態ですが、
まずいろいろと検査を受けてみます。

今日も体中の筋肉がだるくて体の置き場のない状態が続いています。
特に激しい運動をしているわけでもなく、
栄養も何とかそれなりにとれてはいるのに、
体だけが不調で日常生活がきちんと送ることができません。
これも皆さんに迷惑をかけた当然の報いだと痛感いたしております。
誠に申し訳ございませんでした。皆さんにこれ以上ご迷惑をかけないためにももう二度とここには来ません。さようなら。
280 ：　：02/10/28 16:28 ID:B4szCDrN: >>279

ネタにしてはツマランな
281 ：：02/10/28 23:16 ID:PfdIbF2X
282 ：：02/10/29 00:44 ID:F1SXa/LK: ↓4時～5時キチガイ
283 ：：02/10/29 05:22 ID:IX8bLjMW: ↓
284 ：↑：02/10/29 06:55 ID:F1SXa/LK: 4時～5時キチガイ予想通りｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
↓次は9時かな?（ｗ
285 ：：02/10/29 21:30 ID:Zm15ImLN: ↓次は9時かな?（ｗ
286 ：↑：02/10/29 23:13 ID:V77iE9TT: 9時キチガイ予想通りｷﾀ━━━━(ﾟ∀ﾟ)━━━━ !!!!!

引くに引けなくなった5時9時キチガイに激藁
287 ：ナナシサソ：02/10/30 01:44 ID:QxsZu7n9: 情報はこっちにあります
http://tmp.2ch.net/test/read.cgi/download/1035714872/
288 ：：02/10/30 04:34 ID:cZY9efrr: ↓6時11時キチガイ
289 ：：02/10/30 21:28 ID:c5RGoC3x: ↓6時11時キチガイ
290 ：：02/10/31 04:04 ID:3OfvBXOR: ↓6時11時キチガイ
291 ：：02/10/31 21:54 ID:6lMehnlU: ↓6時11時キチガイ
292 ：：02/11/01 03:20 ID:iOfmnPRt: ↓6時11時キチガイ
293 ：　↓　　↑：02/11/01 05:04 ID:AmTEtDSR: ↓　　 ↑
↓　　 ↑
↓　　 ↑
→→→↑
誰もこねーよ(´`c_,'` ) ﾌﾟｯ
5時9時キチガイ必死だな（　´,_ゝ`）ﾌﾟｯ
1人でやってろよ中卒暇人童貞引き篭もりが（ｗ
294 ：：02/11/01 09:08 ID:Je5iug04: 293 ：　↓　　↑ ：02/11/01 05:04 ID:AmTEtDSR

↑5時9時キチガイ
295 ：　：02/11/01 10:55 ID:AmTEtDSR: Je5iug04は知恵遅れ決定！
296 ：ナナシサソ：02/11/01 10:55 ID:AmTEtDSR: 288 ：：02/10/30 04:34 ID:cZY9efrr
↓6時11時キチガイ

289 ：：02/10/30 21:28 ID:c5RGoC3x
↓6時11時キチガイ

290 ：：02/10/31 04:04 ID:3OfvBXOR
↓6時11時キチガイ

291 ：：02/10/31 21:54 ID:6lMehnlU
↓6時11時キチガイ

292 ：：02/11/01 03:20 ID:iOfmnPRt
↓6時11時キチガイ

↑どう見ても頭おかしい（ｗｗｗ
297 ：：02/11/01 22:57 ID:3zPyLvky: AmTEtDSRは知能障害
298 ：　：02/11/02 04:17 ID:yFNzbjUj: 3zPyLvkyはパクリしか能のない猿真似野郎
299 ：：02/11/02 20:32 ID:AACqLE23: yFNzbjUjはワンパターンの低脳
300 ：：02/11/03 01:46 ID:cc3DiI5A: ここまで極端に頭の悪い>>1って珍しいね、なんか可愛そう・・・
301 ：：02/11/03 06:23 ID:XmSLNk4X: >>300
チンパンジーのあいちゃんだからな
302 ：：02/11/03 09:34 ID:LT6hGIRt: cc3DiI5AはＩＱ17
XmSLNk4Xはゴキブリのゴキちゃん
303 ：1：02/11/03 10:20 ID:4w5Ocrtj
304 ：：02/11/03 19:40 ID:JgqMDNsj
305 ：：02/11/04 05:39 ID:2pt/oBuQ
306 ：：02/11/04 19:44 ID:QNtjAvEB
307 ：：02/11/05 05:18 ID:zjlHjs/b
308 ：：02/11/05 20:36 ID:BHgphzUr
309 ：：02/11/06 04:39 ID:xJwzboKx
310 ：(　ﾟДﾟ)＜うぐぅ ◆YgdKanonKQ ：02/11/06 05:18 ID:W8UL+NV4: おうおう、丁寧に4時、20時前後にご苦労さんなぁ。
こちとら、お前さんの無駄な努力に涙がちょちょぎれてくんべぇ。
まぁ、がんばってくんなはれや。
311 ：　：02/11/06 07:21 ID:VqvgTyI/: きっと、これしか楽しみがない香具師なんだろうね（ｗ
312 ：：02/11/06 15:34 ID:piNwnlU2: >>1
死ねよ障害者
313 ：：02/11/06 23:44 ID:2z0ceaTX
314 ：　：02/11/07 00:01 ID:dOEiys/P: >>312
死ねよ障害者
315 ：：02/11/07 06:34 ID:G73NuwCE
316 ：↑：02/11/07 07:51 ID:dOEiys/P: お前友達いないんだろうね。いい加減社会復帰したら?（ｗｗｗｗ
317 ：：02/11/07 22:30 ID:1cRItW02
318 ：↑：02/11/07 23:23 ID:dOEiys/P: お前毎日毎日暇人だね。
きっと友達いないんだろうね。いい加減社会復帰したら?（ｗｗｗｗ
319 ：：02/11/08 06:44 ID:sVMBiBlH
320 ：↑：02/11/08 06:55 ID:rSBWF9Hl: ぎゃはは
怖くて言い返せないから無言でageるしかないんだね（ｗ
ダサいよ。(´`c_,'` ) ﾌﾟｯ
321 ：ナナシサソ：02/11/08 08:27 ID:LUnKDZ4Y: 障害者と遊んであげるスレはここですか？
322 ：ナナシサソ：02/11/08 08:33 ID:4tsefHW1: >>321
ここは>>1が自動保守機能と会話するスレ
323 ：　：02/11/08 08:58 ID:e0Bkkcbv: >XmSLNk4Xはゴキブリのゴキちゃん

こんな寒くて頭悪そうなレスはじめて見たな
324 ：　：02/11/08 10:13 ID:VHQPdsCK: e0Bkkcbvは煽るしか楽しみのない一生童貞の引き篭もり無職キチガイ知障宗教信者
325 ：ナナシサソ：02/11/08 12:39 ID:h7XCXyov: >>324
自動保守と遊んでろよ障害者(ﾌﾟ
326 ：ナナシサソ：02/11/08 12:50 ID:JB7+7z7k: >e0Bkkcbvは煽るしか楽しみのない一生童貞の引き篭もり無職キチガイ知障宗教信者

↑>>1が知ってる全単語
327 ：　：02/11/08 21:57 ID:VHQPdsCK: JB7+7z7k
は在日
328 ：　：02/11/08 21:59 ID:VHQPdsCK: h7XCXyovは平日の昼間からやる事のないホームレス
329 ：：02/11/08 22:32 ID:QHT8TjNj: >>322
手動
330 ：：02/11/09 05:39 ID:Jh8FxdtL: >>1の全敗で終了！
331 ：　：02/11/09 07:59 ID:YgsT8IOO: Jh8FxdtLは世の中勝ち負けで判断する低脳
332 ：：02/11/09 12:26 ID:8Hk3zYBc: 1 名前：　投稿日：02/08/31 20:43 ID:xM70xHt2
大好評に付き第2弾です。
ちなみに前スレは俺の全勝で終了しました。
333 ：：02/11/09 13:29 ID:qDuvEYbo: 332 ：：02/11/09 12:26 ID:8Hk3zYBc
1 名前：　投稿日：02/08/31 20:43 ID:xM70xHt2
大好評に付き第2弾です。
ちなみに前スレは俺の全勝で終了しました。
334 ：ナナシサソ：02/11/09 14:04 ID:T+zUMVLD: 333 名前： [sage]：02/11/09 13:29 ID:qDuvEYbo
332 ：：02/11/09 12:26 ID:8Hk3zYBc
1 名前：　投稿日：02/08/31 20:43 ID:xM70xHt2
大好評に付き第2弾です。
ちなみに前スレは俺の全勝で終了しました。
335 ：ナナシサソ：02/11/09 14:26 ID:qDuvEYbo: T+zUMVLDはコピペ猿
336 ：：02/11/09 21:19 ID:wKHfQSyF: qDuvEYboは猿山のボス
337 ：ナナシサソ：02/11/09 21:27 ID:KXpn0cwQ: wKHfQSyFは俺の彼女(猿)
338 ：ナナシサソ：02/11/09 21:41 ID:olbicHhy: 突然すいません！　MXオンリーのバンド作りました!ぜひ聞いてください聞いてみて糞ならすぐ捨ててください　気に入った方は共有にいれてくださるとうれしいです　バンド名はコイモですMP3　2曲あります　たくさんのDLおまちしております　失礼しましたー逝きマース
339 ：ナナシサソ：02/11/09 23:22 ID:qDuvEYbo: wKHfQSyFは象の糞
340 ：：02/11/10 05:53 ID:s7gXZ39m: qDuvEYboの全敗で終了
341 ：　：02/11/10 09:30 ID:yGGrkqsa: s7gXZ39mは精神異常でドクターストップにより全敗
342 ：：02/11/10 21:38 ID:9tCA3Gl5: >>1の全焼で終了
343 ：　：02/11/11 03:46 ID:csaDytiz: >>1の全勝で9tCA3Gl5の全灰で終了
344 ：：02/11/11 15:12 ID:Ze4Ul2s5: >>1はパラリンピックで全勝
345 ：ナナシサソ：02/11/11 15:21 ID:/B6/QYub: 100 ：　：02/09/17 07:01 ID:CyoKOOzf
100ゲット。
よって俺の全勝で終了！！！！
346 ：　：02/11/11 16:48 ID:X7y7YnyI: 「パラリンピックで全勝」
だってよ。(´`c_,'` ) ﾌﾟｯ馬鹿じゃねーの?
何それ?ギャグ?ツマンネー。死ねよ。ユーモア0だなｗ。
347 ：：02/11/12 05:35 ID:Ijfq41TD: X7y7YnyIもちっとも面白くないから負けで終了
348 ：ナナシサソ：02/11/12 10:43 ID:IUMQ/Ci+: Ijfq41TDは毎日夜9時に起きて朝5時に寝る引き篭もり
349 ：：02/11/12 14:29 ID:L09PpyDD: IUMQ/Ci+は毎日このスレをチェックしてる>>1ということで終了！
350 ：：02/11/13 05:43 ID:R6vDVplO: >>1は全敗
351 ：　：02/11/13 08:45 ID:8/7pnY+u: L09PpyDDは毎日2回チェックしてる引き篭もり
R6vDVplOは全敗以下のゴミ
352 ：：02/11/13 18:15 ID:OYzZqh8H: >>1
つまんねー煽りだな。そんなのじゃ健常者はお前みたいに必死にならないぞ。
このスレはお前が可愛そうなだけだな（　´,_ゝ`）ﾌﾟｯ
障害者は死ねば？
353 ：ナナシサソ：02/11/13 18:29 ID:km7IUBIu: >L09PpyDDは毎日2回チェックしてる引き篭もり
>R6vDVplOは全敗以下のゴミ

ワンパターンでボキャブラリーが貧困。頭の悪さ丸出し。
こいつはリアル消防じゃないのか？
354 ：ナナシサソ：02/11/13 18:33 ID:8cMBlr52: >>1は本当に知恵遅れとかじゃないのか？
355 ：ナナシサソ：02/11/13 18:39 ID:Vw1PCxUL: 新作もせ+PV*TV+LIVE情報【part①】
http://tmp.2ch.net/test/read.cgi/download/1035714872/

こっちはまともな人間が立てたので盛り上がってます
356 ：ナナシサソ：02/11/13 20:00 ID:490S+TmG: ゴキブリのゴキちゃん

↑>>1にはこれが面白いのか？いかにも障害者だな
357 ：：02/11/14 04:16 ID:UH+lu/K4: >>1の負けで終了
358 ：ナナシサソ：02/11/14 16:02 ID:m6ifzTn2: 粘厨キチガイに追われて>>1がかわいそう
359 ：：02/11/14 17:55 ID:asYAHIVb: m6ifzTn2は引き篭もりのクズ
360 ：ナナシサソ：02/11/14 18:38 ID:HDBEr649: ゴキブリのゴキちゃんって…発想が幼稚園児みたい
361 ：：02/11/15 03:02 ID:SOgQStOm
362 ：ナナシサソ：02/11/15 03:08 ID:ksdkpNmp: m6ifzTn2はいちいちモデムの電源を切って別人を装ってる大根役者
363 ：ナナシサソ：02/11/15 12:51 ID:19/6FfH5: >>1はとっくの昔にいない罠
364 ：：02/11/16 04:50 ID:+YHjgWaD: そろそろ>>1の負けが確定！
365 ：ナナシサソ：02/11/16 05:51 ID:BRB2bxCY: >>355
ピエト炉がまともな人間・・・　(藁
366 ：　：02/11/16 13:11 ID:b+tzoGBV: >>1も馬鹿だが>>1にかまってもらおうと必死な奴はもっと馬鹿
367 ：ナナシサソ：02/11/16 16:15 ID:vMUklkRB: b+tzoGBVはゴキブリのゴキちゃん
368 ：：02/11/16 17:30 ID:szxF7xf+: >>1は自作自演も下手だな。頭悪ぅ
369 ：：02/11/17 06:03 ID:AXBAB6H9: >>1は全敗
370 ：ナナシサソ：02/11/17 10:28 ID:cJaRi5lC: 悲惨なかまって君がいるスレ・・・
371 ：ナナシサソ：02/11/17 18:43 ID:q+NCE9wZ: >>1の頭の悪さは病的だな
372 ：ナナシサソ：02/11/17 22:37 ID:cJaRi5lC: >>1よ、早く言い返せよ、俺毎日、暇なんだからさあ
373 ：：02/11/18 05:22 ID:dGvwucFq: 悲惨な>>1がいるスレ
374 ：ナナシサソ：02/11/18 12:29 ID:FOyL6q0/: >>1　出てこーい、暇だー　>>1死ね　>>1の負け　ほら言い返してみろよ
375 ：：02/11/19 04:31 ID:YI8PtbnO: >>1の全敗が確定！
376 ：：02/11/20 05:03 ID:k5hNvEHg: >>1の全敗で終了！
377 ：ナナシサソ：02/11/20 19:28 ID:+bMBixHq: 1は氏んだか
378 ：ナナシサソ：02/11/20 22:28 ID:aUzOU2EB: >>1 の負けなんだから出て来いよ。　毎日毎日暇だからさー俺と遊んでくれよ
379 ：：02/11/21 03:45 ID:aDqEifLA: >>1は負け犬
380 ：ナナシサソ：02/11/21 15:16 ID:WunsQdX7: >>1　のバーカバーカ！悔しかったら反論してみろ！！
381 ：：02/11/22 00:58 ID:nTIKd2nf: >>1はゴキブリのゴキちゃん
382 ：ナナシサソ：02/11/22 01:38 ID:mN4WUzMx: >>1 いい加減に反論しろ！！！殺すぞ！
383 ：ナナシサソ：02/11/22 01:39 ID:mN4WUzMx: >>1はまだかー　おーい　早くしろ
384 ：ナナシサソ：02/11/22 13:46 ID:mN4WUzMx: 今日も1日暇だなー。>>1はまだ来ないの?
385 ：ナナシサソ：02/11/22 13:47 ID:mN4WUzMx: >>1死ね
ほれ悔しいだろ?このままじゃお前の負けで終了になっちゃうぞ。
386 ：ナナシサソ：02/11/22 16:36 ID:mN4WUzMx: >>1 よーお前がいないとつまんないよ
387 ：ナナシサソ：02/11/22 16:37 ID:mN4WUzMx: >>1　何とか言えよ　たのむから
388 ：ナナシサソ：02/11/22 16:38 ID:mN4WUzMx: このスレの>>1だけが楽しみで生きてるのに
389 ：ナナシサソ：02/11/22 16:39 ID:mN4WUzMx: >>1はチョベリバ
390 ：：02/11/23 05:04 ID:/gmdrFao: そろそろ>>1の葬式が始まる
391 ：ナナシサソ：02/11/23 08:17 ID:dp9z+Pdt: >>1 氏ね知恵遅れ
392 ：ナナシサソ：02/11/23 15:27 ID:XoakmFiA: >>1　の母ちゃんでべそ
393 ：ナナシサソ：02/11/23 15:31 ID:XoakmFiA: >>1早く出てこーい終了するぞ
394 ：ナナシサソ：02/11/23 21:54 ID:XoakmFiA: >>1 マジでもう出てこないの?かなり暇なんだけど。
395 ：：02/11/24 06:04 ID:LUEgv/oS: >>1の死亡確定！
396 ：ナナシサソ：02/11/24 19:52 ID:p4UywlwH: >>1はまだかよ！今日俺だけ飲み会誘われなくて暇なんだＹＯ！
397 ：：02/11/25 04:47 ID:w1wjL+dj: >>1は負け犬で終了！！！
398 ：ナナシサソ：02/11/25 06:09 ID:6CZ0XUtN: 【ピエト炉鯖】
pietro.dip.jp : 8888
041
備考

100file 10GB
399 ：：02/11/25 22:52 ID:WwH9VAAw: >>1の亡霊まだ～？
400 ：1：02/11/26 00:16 ID:3XCq3bcF: 400ゲット
401 ：：02/11/26 04:11 ID:2XkoSaFJ: >>1の全敗、俺の全勝で終了！
402 ：ナナシサソ：02/11/26 04:34 ID:ZtGq3SZD: >>1　知恵遅れは死ね
403 ：ナナシサソ：02/11/26 20:16 ID:XIZohOjy: ゴキブリのゴキちゃんまだ～？
404 ：ナナシサソ：02/11/27 04:00 ID:9Xb1P/5D: >>1は怖くなって出て来れなくなったんだろ
405 ：：02/11/27 08:50 ID:xQg3V+9E: >>1は精神病院に入院しますた
406 ：ナナシサソ：02/11/27 13:01 ID:6K05XjNc: >>1 が来ないと平日の昼間が暇になるな。早く帰ってこーい
407 ：ナナシサソ：02/11/27 15:34 ID:6K05XjNc: あー暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ暇だ
>>1出て来い>>1出て来い>>1出て来い>>1出て来い>>1出て来い>>1出て来い>>1出て来い
>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね>>1氏ね
>>1の負け>>1の負け>>1の負け>>1の負け>>1の負け>>1の負け>>1の負け>>1の負け
速く戻って来いやぁぁぁぁあぁぁぁぁぁぁぁぁあああああああああ！！！！！！あｓｆｑｓふ
408 ：ナナシサソ：02/11/27 19:40 ID:6K05XjNc: 夜も暇だ・・・
409 ：：02/11/28 04:06 ID:3ahKPQ8F: >>1の全敗で終了しますた！！！
410 ：ナナシサソ：02/11/28 21:07 ID:KBKTU6M0: 大好評に付き第2弾です。
ちなみにこのスレは>>1の全敗で終了しました。
411 ：：02/11/29 04:12 ID:t6h/cmZj: >>1は負け犬
412 ：ナナシサソ：02/11/29 19:25 ID:SmwSsLh+: >>1まだ～？
413 ：ナナシサソ：02/11/30 04:33 ID:X5cTFCOT: >>1の負けで糸冬了
414 ：：02/11/30 18:14 ID:C2nuqJrq: >>1は1勝もできなかった
415 ：：02/12/01 04:10 ID:6dJflItd: おいおい、マジで>>1は氏んだのか？
416 ：：02/12/02 00:21 ID:clffXYDB: （　´,_ゝ`）ﾌﾟｯ
417 ：ナナシサソ：02/12/02 05:42 ID:9gaFwIkl: 悲惨なスレ…
418 ：ナナシサソ：02/12/02 15:02 ID:clffXYDB: ホント悲惨なスレだな、そんなに>>1にかまってもらいたいのか（ｗ
419 ：ナナシサソ：02/12/02 21:51 ID:clffXYDB: かなり爆笑させてもらったよ。このスレ
420 ：：02/12/03 00:08 ID:DJG/RsmX: 悲惨なかまって君がいるスレ・・・
421 ：ナナシサソ：02/12/03 02:49 ID:vhnrS72n: >ゴキブリのゴキちゃん

（　´,_ゝ`）ﾌﾟｯ
422 ：ナナシサソ：02/12/03 04:13 ID:DJG/RsmX: >おいおい、マジで>>1は氏んだのか？

（　´,_ゝ`）ﾌﾟｯ
423 ：ナナシサソ：02/12/03 06:57 ID:QYRxXqx/: >>1は真似しかできない知恵遅れ
424 ：ナナシサソ：02/12/03 15:20 ID:DJG/RsmX: で？>>1はどこいった？
425 ：ナナシサソ：02/12/03 21:14 ID:DJG/RsmX: （　´,_ゝ`）ﾌﾟｯ
晒しage
426 ：ナナシサソ：02/12/03 21:14 ID:DJG/RsmX: （　´,_ゝ`）ﾌﾟｯ
427 ：ナナシサソ：02/12/03 21:14 ID:DJG/RsmX: （　´,_ゝ`）ﾌﾟｯ　
428 ：ナナシサソ：02/12/03 21:15 ID:DJG/RsmX: プププ
429 ：ナナシサソ：02/12/03 21:15 ID:DJG/RsmX: （　￣,_√）:::ﾌﾟｯ
430 ：ナナシサソ：02/12/03 21:15 ID:DJG/RsmX: (´ﾟc_,ﾟ` ) ﾌﾟｯ
431 ：ナナシサソ：02/12/03 21:15 ID:DJG/RsmX: (´`c_,'` ) ﾌﾟｯ
432 ：ナナシサソ：02/12/03 21:16 ID:DJG/RsmX: ﾌﾟｯ━━━━(ﾟ∀ﾟ)━━━━ !!!!!
433 ：ナナシサソ：02/12/03 21:16 ID:DJG/RsmX: （ﾟДﾟ）ﾌﾟｯ
434 ：ナナシサソ：02/12/03 21:17 ID:FioTSTIy: （|||ﾟДﾟ）!!ﾌﾞﾘｯ
435 ：ナナシサソ：02/12/03 21:22 ID:DJG/RsmX: ┌──────────────────────―─┐
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　∧＿∧　　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　（；´∀｀）　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　人　Y　/ 　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　 (　ヽし　　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　（＿）＿）　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　Now Bokkiing. ... 　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　しばらくちんちん勃ててお待ちください。　　　　 |
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
└───────────────────────―┘
436 ：ナナシサソ：02/12/03 21:22 ID:DJG/RsmX: ┌──────────────────────―─┐
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　∧＿∧　　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　（；´∀｀）　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　　/, 　　つ　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　（_（＿,　）　　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　　　　しし'　　　　　　　　　　　　　　　｜
｜　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　Now Kusoing. ... 　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
│　　　　　しばらくうんちが出るまでお待ちください。　　　　　|
│　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　｜
└───────────────────────―┘
437 ：ナナシサソ：02/12/03 21:24 ID:04dxt3XM: ID:DJG/RsmX = >>1
438 ：ナナシサソ：02/12/03 21:25 ID:DJG/RsmX: 　　　　　,,-''lllllllllllllllllllllllllllllllllllllll 、　
　　　　／||||||||||||||||||||||||||||||||||||||ii;､　　　　　　　
　　／￣￣＼||||||||||||||||||||||||||||||||||||ii;ﾞヽ,　　　　　　
　 / 　　　　　　ヽ!!||||||||||||||||　　||||||||||!!,/　　　　
　/　　　　　　　　／ﾞ!!!||||||||||||　　|||||||!!　　
　＼＿＿＿＿／　　　　　ﾞﾞヽ､ｌｌ,,‐''''""　　　

　　　　　　　　　＿＿＿＿＿＿
　　　　　　　／　　　　　　　　　　`ヽ
　　　　　／　　　　　　　　　　　　　　`、　　　　　　　＼　　＿＿＿|_|」
　　／￣￣＼　　　　　　　　　　　　　 | ヽ　　　　　　／　 |＿＿　　|
'"￣ヽ　　　　　ヽ!!　　　　　　　　　　　|,," ﾍ　　　　＜　　　　　 |　|
ヽ　　　　　　　　　ﾞ!!!､　　　　　　　 ,,-'　　 iヽ──　/　　　　丿 /
|||ｌ　　　　　　　　　　　ﾞﾞヽ､ｌｌ,,‐''''""　　　　 | ヽ|||||||||　　　　ヽ／
|||ｌ　　　　　＿＿＿,,,,,,　　　ﾞｌ　　　 ,,,,,　　　＼||||||||| 　　　　＿　
||!'　　　／ヽ､　;::''“”“~`ﾞ＞┴＜;''“”~`　/＼　|'"￣| 　　　　|　|
＼　　／　　|ミﾐヽ──‐'"ﾉ≡- ﾞ'──''彡| |､　|　　 |　　　|　|
　￣|　　　　|ミミミ／"~(　,-､　,:‐､ )　'彡|| |､/　　 /　　　　|　|
　ヽ､ｌ|　　　　|ミミミ|　 |､─＼＼＼＼ |彡ｌ| |/　　／＿　　　|　|
　＼/|ｌ　　　 |ミミミ|　＼_/￣＼＼＼＼''|ｌ/　　　￣／　　　|　|
　　＼　ﾉ　　ｌ|ミミミ|　　＼二二＼＼＼＼　　　　　ﾌ　　　 |　|
　　　￣＼　　ｌ|ミミミ|　　　￣￣￣＼＼＼＼　　　＼　　　 |　|
　　　　|　＼　ヽ＼ミヽ　　　￣￣"'　＼＼＼＼　　　/ 　　　|＿|
　　　 /　　＼ヽ､ヽﾞ''''ヽ､＿＿＿＿_／/＼＼＼＼／
　　／　　ヽ　ﾞヽ─､──────'/|　　＼＼＼＼￣／
. ／　　　　　　　ﾞ＼　＼　　　　 /　/ ＼＿＿＼＼＼＼
　　　───'''"￣￣￣ﾞﾞヽ､__,,/,-'''"　　　　　　＼＼＼＼
439 ：ナナシサソ：02/12/03 21:26 ID:DJG/RsmX: >>437＝↓
　　r｢l l h
　　|　､. !j
　　ゝ　.f　　　　　　　　　＿
　　|　　|　　　　　　 ,r'⌒　 ⌒ヽ､　　　
　 ,｣　　L_　　　　　f ,,r'￣￣ヾ.　ヽ.　
　ヾー‐'　|　　　　　ゞ‐=H:=‐fｰ)r､）　
　 |　　　じ､　　　　ﾞiー'･･ー'　i.ﾄｿ
　＼　　　＼. 　　 l､ r==i　,;　|'　　
　　　＼　　　ﾉﾘ^ー-＞==__,..-‐ﾍ＿＿＿
　　　　＼　ノﾊヽ　 |_/oヽ__／　　　　 /＼
　　　　　　＼　 /　　　 /　　　　　　　　/　　|.
　　　　　　　　y'　　　 /o　　　　 O　　,l　　
　　　　　　,r（( (　　　,r─､　　　,,､zﾆ二ｨ
　　　　／rO ヾ＝=､/=ﾆ~∨∠´　　　Ｏ　　ヽ
　　　/＿＿,,,ｨイ叮叮（O） |「叮叮-iト┬ｪ─┘
　　　　　　　!シ┴┴ヾ==ノ｀┴┴--､ﾉ-ヽ-､
　　　　　＜´　 _,,,,,,_　　　 ,r┬─-､　￣`'''",＞
　　　　　　`ー/;;;,,　＼　（　{　　;;;;;:;;;ヽー''´
　　　　　　　//,',';;　　ﾉ--､＞!,　',',;;::',',ﾞi
　　　　　　 /,',',';;"　//_　|￣| ＼　',',',;;,'i
　　　　　　i　､　　／ `ー┴┴'´ヽ　',;::'､|
　　　　　　|　　〈　　　　　　　　　ヽ''　　{
　　　　　　ﾄ,　　 i　　　　　　　　　　|　､　i
　　　　　　|',',;;　 }　　　　　　　　　　!　',',;;i
　　　　　　|,','､　/　　　　　　　　　　ヽ',',','|
　　　　　　!;;',　/　　　　　　　　　　　 !,',;,;'|
　　　　　　ﾞi',';;;;i　　　　　　　　　　　　|:::;;;i
　　　　　　 !''　{　　　　　　　　　　　　 }''　!
　　　　　／　　i,　　　　　　　　　　　　〉　ヽ、
　　　　彡､,,,-‐┘　　　　　　　　　　　└ｭｭｭｭ
440 ：ナナシサソ：02/12/03 21:27 ID:DJG/RsmX: ああっ、もうダメッ！
ぁあ…ウンチ出るっ、ウンチ出ますうっ！！
ビッ、ブリュッ、ブリュブリュブリュゥゥゥーーーーーッッッ！！！
いやああああっっっ！！見ないで、お願いぃぃぃっっっ！！！
ブジュッ！ジャアアアアーーーーーーッッッ…ブシャッ！
ブババババババアアアアアアッッッッ！！！！
んはああーーーーっっっ！！！ウッ、ウンッ、ウンコォォォッッ！！！
ムリムリイッッ！！ブチュブチュッッ、ミチミチミチィィッッ！！！
おおっ！ウンコッ！！ウッ、ウンッ、ウンコッッ！！！ウンコ見てぇっああっ、もうダメッ！！はうあああーーーーっっっ！！！
ブリイッ！ブボッ！ブリブリブリィィィィッッッッ！！！！
いやぁぁっ！あたし、こんなにいっぱいウンチ出してるゥゥッ！
ぶびびびびびびびぃぃぃぃぃぃぃっっっっ！！！！ボトボトボトォォッッ！！！
ぁあ…ウンチ出るっ、ウンチ出ますうっ！！
ビッ、ブリュッ、ブリュブリュブリュゥゥゥーーーーーッッッ！！！
いやああああっっっ！！見ないで、お願いぃぃぃっっっ！！！
ブジュッ！ジャアアアアーーーーーーッッッ…ブシャッ！
ブババババババアアアアアアッッッッ！！！！
んはああーーーーっっっ！！！ウッ、ウンッ、ウンコォォォッッ！！！
441 ：ナナシサソ：02/12/03 21:28 ID:DJG/RsmX: 　　　　＼　　　　毛　　　　／
　　腿　　＼＿　　|　　　＿／
　　　　　　　　彡彡彡
　　　　　　　　ミミミミ　ｸﾘﾄﾘｽ
　　　　　　　　ﾐﾐﾐﾐ／￣￣￣￣
　　　　　　　　ﾉ　σ ヽ　尿道
　　　　　　　／　/ ﾟヽ￣￣￣￣
大陰唇　／　／／＼＼　＼　
￣￣￣￣　（　( 膣　) ── 小陰唇
　　　　　＼　＼＼／／　／
　　　　　 ` 　＼／　　'
＼　　　　　　　　＊──肛門
　＼＿＿＿＿_／＼＿＿＿＿_／
442 ：ナナシサソ：02/12/03 21:28 ID:DJG/RsmX: 己　嗚　　　己　嗚　　　己　嗚　求　男　強　日　　　己　嗚　歩　男　色　日
の　呼　　　の　呼　　　の　呼　め　の　く　本　　　の　呼　み　の　無　本
夢　男　　　道　男　　　夢　男　て　夢　　　男　　　道　男　て　道　し　男
を　塾　　　を　塾　　　を　塾　　　を　激　児　　　を　塾　明　を　　　児
魁　　　　　魁　　　　　魁　　　明　ひ　し　の　　　魁　　　日　ひ　恋　の
よ　男　　　よ　男　　　よ　男　日　た　く　魂　　　よ　男　を　た　無　生
　　意　　　　　意　　　　　意　を　す　　　は　　　　　意　魁　　す　し　き
　　気　　　　　気　　　　　気　魁　ら　温　　　　　　　　気　る　　ら　　　様
　　　　　　　　　　　　　　　　　　る　に　か　　　　　　　　　　　　　　に　情　は
　　　　　　　　　　　　　　　　　　　　　　　く　　　　　　　　　　　　　　　　　け
　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　有
　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　り

　　,.-'"￣￣ヽ、　.　,.-'"￣￣ヽ、　　 ,.-'"￣￣ヽ、　　,.-'"￣￣ヽ、　　,.-'"￣
　/ヽ＿＿＿_ゝヽ　/ヽ＿＿＿_ゝヽ /ヽ＿＿＿_ゝヽ ./ヽ＿＿＿_ゝヽ /ヽ＿＿
　|　 } ニ　ニ |　|　|　 } ニ　ニ |　|　|　 } ニ　ニ |　|　|　 } ニ　ニ |　| .|　 } ニ
　ヽ_|　　/｣　 |_ﾉ　.ヽ_|　　/｣　 |_ﾉ　.ヽ_|　　/｣　 |_ﾉ　ヽ._|　　/｣　 |_ﾉ　ヽ_|　　/
￣ヽ、 -==.,.'"￣￣ヽ、 -==,..'"￣￣ヽ、　-==,..'"￣￣ヽ、 -==,.'"￣￣ヽ、 -=
＿_ゝヽ　/ヽ＿＿＿_ゝヽ ./ヽ＿＿＿_ゝヽ ./ヽ＿＿＿_ゝヽ ./ヽ＿＿＿_ゝヽ ./
. ニ |　|　|　 } ニ　ニ |　|　|　 } ニ　ニ |　|　|　 } ニ　ニ |　|　|　 } ニ　ニ |　| .|
'｣　 |_ﾉ　ヽ_|　　/｣　 |_ﾉ　.ヽ_|　　/｣　 |_ﾉ　.ヽ_|　　/｣　 |_ﾉ　.ヽ_|　　/｣　 |_ﾉ.　ヽ
=‐ / 　　　.ヽ、-==‐ /　　　ヽ、-==‐ /　　　ヽ、-==‐ /　　　.ヽ、-==‐ /
‐‐'〉､　　　 _}ー‐‐‐'〉､.　　　_}ー‐‐‐'〉､.　　　_}ー‐‐‐'〉､　　　_}ー‐‐‐'〉､
443 ：ナナシサソ：02/12/03 21:30 ID:DJG/RsmX: 　　　　｣´￣｀ｌｰ) ＼
　　　　Ｔ¨Ｌ　|_/⌒/　　　← >>1
　　　　｀レ￣｀ヽ〈
　　　　 |　　i＿_1
　　　　　_ゝ_／ノ
　　　　Ｌ__jイ´_　）
　　　　　　　 |　　ｲ
　　　　　　 |　　ﾉ--､　　　　 ,,;;;;;;;;;;;;、～
　　　　　　　ゝ､_＿_ﾉ二７　　　　{;;;;;;;;;;;;;;}～
　　　　　　　 |ｰi |　　 l_/　　　.　'::;;;;;;;;;::'　～
　　　　　　　 __〉 {　　　　　 ,r''''"~　　 ""''ヽ
　　　　　　　'ー‐┘ 　　　 i'　　　　　　　　 'i　 ← >>2-999
　　　　　　　　　　　　　　　　|　　　　　　　　 'i,
　　　　　　　　　　　　　 !　　　　　　　　i'>　 }
　　　　　　　　　　　　　　　　,.｀!　　　　　　　;　_ノ
　　　　　　　　 __,,,... 'i, ｀'i'''―--―''''i'ニ-'""ノ -- ...,,,__
　　　　　 _,, -‐　´ 　　　ヽ.i' "'　　　 '''"';　　_／´　　　　　　｀　‐- ,,_
　　　 , ‐ ´　　　　　　　　　　　｀ゝ＿,.i、_＿ _,;..-'"　　,,..i'"':, 　　　　　　｀ ‐ ､
　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　|＼`、:　i'、
　.　　　　　　　　　　　　　　　　　　　　　　　　　　　　　＼＼`_',..-i
　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　　＼|_,..-┘
444 ：ナナシサソ：02/12/03 21:31 ID:DJG/RsmX: 2ちゃんねるの文字絵はアスキーアートAAではありません。
2ちゃんねるの文字絵はAAでもないのにAAと
嘘の情報を垂れ流すことは犯罪行為です。

■　文字絵(テキストアートtext art)の内のアメリカのアートがアスキーアートAA　asciiartである。
■　文字絵(テキストアートtext art)の内の日本のアートがJISアートJapanOriginalityartである。
■　テキストアート(文字絵)のジャンルの中の内のひとつがアスキーアートAAである。
■　テキストアート(文字絵)のジャンルの中の内のひとつがascii picturesである。
■　テキストアート(文字絵)のジャンルの中の内のひとつがJISアートである。
■　テキストアート(文字絵)のジャンルの中の内のひとつが顔文字(フェイスマーク)
■　テキストアートtext artとはすべて(世界の文字絵)の文字絵の総称　→　世界共通名。
　　なぜならば文字(text)絵(art)はすべて(必要条件)→text(文字記号)で作られている由縁。
　　文字絵(text art)とは　それぞれ各々の国の文字(text)環境で作った文字絵(art)のこと。
　　だから　それぞれの国の文字環境でしか作れないし　それぞれの国の文字環境でしか
　　正しく見えないのである。
■　文字(text ←必要条件)で作った絵(art)のことすべてをテキストアート(text art)と言う。
■　なぜならば文字絵(text art)はそれぞれ各々の国の文字記号(text)で出来ている由縁である。
■　テキスト(text)とは→ 文書(文字記号の集合体)のことで制御コードを含まない文字記号列。
■　つまり文字絵(世界の文字絵)は　それぞれ各々の国の文字環境でしか見えない作れないのです。
■　つまりアスキーアートは我々日本の漢字カナ混じり環境では正しく見えない作れないのである。
■ アスキーアートはwindowsの英語版(アスキー文字)でしか描けないし英語版でしか見えないのです。我々日本人のパソコンは日本語版でありアスキーアート(AA)を作ることも見ることも出来ません。
445 ：ナナシサソ：02/12/03 21:32 ID:DJG/RsmX: 　lllllll;l|||lll;;;;;|ﾐ;|;;(》厂 '''''''エｰ⌒^ﾞ^^ﾘl|uz,,,,,､,i´_アrﾐ!‐ﾞ¨ﾐ;》ﾐ「冖'!「|l;|l;《;ll
　lllll;;;;lll;;;l|;;l;;;l|厂′　, .二y,.　.:(v‐　　┐.⌒¨了爻iy,￢rli;hriizy,,,,ア《lﾐllll
　ll;llll;》;;;|;;l;;⌒|ﾞ‐￢llﾘlｱ巛》ﾘﾐﾘ(;.,　　イ¨ﾞﾞﾞ^^^ﾐ厂　.,yv《'_.¨,､ ,ﾌﾞﾐ;|ﾄ|;|i|;;
　l|l》lll;;;;;;||ﾘ　.｝ ^' .‐　.､　　　.′ﾞ″ ノ/､　 . .,个　,,l);l)|《》》ﾐ《lllﾚ(>,〔ﾐ;iﾐ;l
　llllllll;||》|^|ﾞ.､.｝,　　　　　　　　　　　¨‐′　　.｛|彡.´.　,..,,. ,,;.　 ^ﾞ'^‐´〔;i;ll;
　lllllll;ll;|ll｝′ .ﾞ()､　　　　　　　　　､^ ´　　　　'〕′　　 .´厂　　 .′<ﾐ《;ll
　llll;lll》ﾚ彡　　　｀　.､　 .､､ .､. .　-　　　　　　　ﾞ|!ｰ　　　　　　　　.ヾ..（ﾐ|ll
　llll;ll;;;ﾄ;ﾘﾞ:　　　　　　　　　　　　... .,､..-　　　　.ノ>vy,..　　　　　 .　:》「:｛lll
　lll;;ll|l;》ミ_､　　　　　　　　　　　.ﾉ厂　　　　　 .´.┐　.ﾞ¨^冖^.ヾ'冖　.丁|ll
　lllllllll》(《ﾚ　　　　　　　　　　　「‐､ _　　　､ :v　 'ﾞ-　　　　　　　　 .hzllllll
　lllllllllll||l|(｀,　　　　　　　　　　　ヽ'ﾞﾞ'ア>ur‐' ‐_uｧ　　　　　　　　 ._:(|;lll;l;
　llll;l|;;;;l;;|!　　　　　　　　　　　　　　　ﾞ .⌒　.'┘ ′　　　　　　　 ,r巛;lllll;ll
　lllllllll;lllll|h-,　　　　　　　　　　　　　　　　　　　　　　　　　　　.:ソ(|;;lllllll;ll|
　llllllllllllllllll》;ｧ,,., .′　　　　￢llWiW;;!ﾌ厂)l^''7)(liyyｧ　　　'　.r.,.();;;llllllllllllll
　lllllllllllllllllll;h(「「″　　　　　　　＼､､‐.´ﾞ¨ﾞ ´ :｛r厂ﾞ.′　　 /ｰ:｛;;;;llll;lllllllll
こんな自分で良ければ使いたければ使え、という気分があったんです。
写真はわざとデブって見えるものを送りましたが、それは本当の事を言うと、
「使ってほしく無い」という気持ちもあったのです。
446 ：ナナシサソ：02/12/03 21:35 ID:DJG/RsmX: 探し人は誰ですか　　見つけにくい人ですか？
日本の中も北朝鮮も　　探したけれど見つからないのに
まだまだ探す気ですか　　それより米をよこしませんか？
米と金を　米と金を　　援助したいと思いませんか？
ウフッフー　　ウフッフー　　ウフッフー　　さーあー！

抗う事は許されず　　金出すことを迫られて
這いつくばって　　這いつくばって　　いったい何をしようと言うのか
やっと探し当てた時　　死んでることもよくある話で
忘れましょう！　　米と金を　　援助したいと思いませんか？
ウフッフー　　ウフッフー　　ウフッフー　　さーあー！

探し人は誰ですか　　見つけにくいひとですか？
米と金を　米と金を　　援助したいと思いませんか？
ウフッフー　　ウフッフー　　ウフッフー　　さーあー！
　　　ヽ、＿＿＿＿＼＼　　　　　　 ~＼___＿_ノ|
447 ：ナナシサソ：02/12/03 21:37 ID:DJG/RsmX: 謝れとは言いませんがこちらもちょっと大人げないのですが
ムカついたので友達の川崎魔夜に頼んで君の輪姦写真を
撮ってもらうことにしました。あ、もう遅いですよ。
もうすでに友達輪姦始めちゃってますから・・・(^^;
ちなみにこれは自慢じゃないんですがその友達は日本でも
５の指に入るくらい凄腕の腰の持ち主です。
この前彼の家に遊びに行ったらものの５分で不感症のぞま本を
逝かせていました。
彼にとってそれくらい赤子の腕をひねるくらい簡単なんですよね(爆)
これで君もいっかんの終わりってやつですね(^^;
まあせいぜい後悔してくださいね。
それからもう二度と荒らしはしないこと(その友達は荒らしが大嫌いらしいです。
荒らしを見つけたら即輪姦に入るみたいです(^^;)
それでは、う～ん二日後くらいかな？また例の所に来てくださいね。
あなたの性感帯その他もろもろのせておきますんで(笑)
あ、警察とかに言ったって無駄ですよ。
あなたは荒らし(犯罪)なんだから通報したところで捕まるのは
アナタです。私の友達は他人の肛門を自在に操ることができるんです。
と、いうことでbye♪(＾0＾)/~~
448 ：ナナシサソ：02/12/03 21:41 ID:DJG/RsmX: 勇者　「おいおまいら!!　モンスターが現われますた。馬車前に集合しる」
ﾗｲｱﾝ　「詳細キボンヌ」
勇者　「メタルキングですが何か？」
ﾗｲｱﾝ　「メタルキングｷﾀ━━━━━━（ﾟ∀ﾟ)━━━━━━ !!!!」
ｱﾘｰﾅ　「ｷﾀ━━━━━━（ﾟ∀ﾟ)━━━━━━ !!!!」
ﾏｰﾆｬ　「ｹｺｰﾝ！」
ﾗｲｱﾝ　「(;´Д｀)ﾊｧﾊｧ」
ﾌﾞﾗｲ　「ﾊｧﾊｧすんなｳﾞｫｹ」
ﾏｰﾆｬ　「オマエモナー」
勇者　「会心の一撃うｐキボンヌ」
ｸﾘﾌﾄ　「ザラキage」
ﾐﾈｱ　　「聖水うｐ」
ﾏｰﾆｬ　「↑誤爆？」
ﾌﾞﾗｲ　「( ´,_ゝ｀)ﾌﾟｯ」
ｸﾘﾌﾄ　「ザラキage」
ｱﾘｰﾅ　「ザラキ厨uzeeeeeee!!」
魔物　「もうこねえよ！　ヽ(`Д´)ﾉｳﾜｧｧﾝ!!」
勇者　「--------終了--------　｡･ﾟ･(ﾉД｀)･ﾟ･｡」
ﾐﾈｱ　　「ヽ(ﾟーﾟ*)ｹﾞﾝｷﾀﾞｼﾃ」
ﾋﾟｻﾛ　「イタイ導かれし者たちがいるパーティはここですか？」
ｱﾘｰﾅ　「氏ね」
ﾄﾙﾈｺ　「そんなことより勇者よ、ちょっと聞いてくれよ。戦闘とは関係ないんだけどさ。
　　　　　昨日ふとんが吹っ飛んだんです。」
449 ：ナナシサソ：02/12/03 21:42 ID:DJG/RsmX: Two hunters are out in the woods when one of them collapses.
He doesn't seem to be breathing and his eyes are glazed.
The other guy whips out his phone and calls the emergency services.
He gasps: "My friend is dead! What can I do?" The operator says:
"Calm down, I can help. First, let's make sure he's dead." There is
a silence, then a shot is heard. Back on the phone, the guy says:
"OK, now what?"
450 ：ナナシサソ：02/12/03 21:42 ID:DJG/RsmX: Two hunters are out in the woods when one of them collapses.
He doesn't seem to be breathing and his eyes are glazed.
The other guy whips out his phone and calls the emergency services.
He gasps: "My friend is dead! What can I do?" The operator says:
"Calm down, I can help. First, let's make sure he's dead." There is
a silence, then a shot is heard. Back on the phone, the guy says:
"OK, now what?"Two hunters are out in the woods when one of them collapses.
He doesn't seem to be breathing and his eyes are glazed.
The other guy whips out his phone and calls the emergency services.
He gasps: "My friend is dead! What can I do?" The operator says:
"Calm down, I can help. First, let's make sure he's dead." There is
a silence, then a shot is heard. Back on the phone, the guy says:
"OK, now what?"
451 ：ナナシサソ：02/12/03 21:44 ID:DJG/RsmX: ┌─────────────────────────┐
│☆★☆★☆★☆―おいらの尻の心の愛 ―★☆★☆★☆★│
│★　　 ┏━┓┏┳┓ 　　　┏┳━━━┳━┓┏┓　　 ☆│
│☆　　 ┣━┫┃┃┣┳━━┛┣━┳┓┣━┛┃┃　　 ★│
│★　　 ┗━┛┣╋┛┗┳┓┏┛　 ┃┣┛ 　　┃┃　　 ☆│
│☆　　 ┏━━┛┣┓┣┛┃┃┏━┛┃┏━━┛┃　　 ★│
│★　　 ┗━━━┛┗┛　 ┗┛┗━━┛┗━━━┛　　 ☆│
│☆　　　　　 ┏━━━┓┏┓┏┓　 ┏━━━┓　　　　　 .★│
│★　　　　　 ┗━━┓┣┛┗┫┃　 ┃┏━┓┃　　　　　 .☆│
│☆　　　　　 ┏━━┛┣┓┃┃┗━┫┃　 ┃┃　　　　　 .★│
│★　　　　　 ┃┏┓┏┛┃┃┃┏━┫┗━┛┃　　　　　 .☆│
│☆　　　　　 ┗┛┗┛　 ┗┻┻┛　 ┗━━━┛　　　　　 .★│
│★ 　　　　 ┏┳┓┏┳┓ 　　┏┳━━┳┳┓ 　　　　 ☆│
│☆　　　　 ┃┃┣┛　 ┗┳━┛┃ ━　┃┃┃ 　　　　 ★│
│★　　　　 ┃┃┣┓┃┏┻┓┏┫┏┓┃┃┃ 　　　　 ☆│
│★　　　　 ┗┫┃┗┫┃　 ┃┃┗┛┃┃┃┗┓ 　　　 ★│
│☆　　　　　 ┗┛　 ┗┛　 ┗┛ 　　┗┻┻━┛ 　　　 ☆│
│★　　　　　　　　　　　　　　　　　　　　　　 ▼▼▼▼　　 ★│
│☆　　本日 PM 3:00 開演　場所空地　　　・__・　　　　☆│
│★　　　　　　　　　　来ないやつは糞喰わす　　　〇　　　 ..★│
│☆　　　　　　　　　　　　　　　　　　　　　　　　　　　　3　　　　 .☆│
│★☆★☆★☆★☆★☆★☆★☆★☆★☆★☆★☆★☆★│
└─────────────────────────┘
452 ：ナナシサソ：02/12/03 21:46 ID:DJG/RsmX: ＋＝＊撮撮盗代代∀∀∀∀∀∀∀∀田代＊∀∀∀＊＊＊＊∀∀∀∀代田盗撮撮撮∀＝
＋＝＝盗撮田田代代∀∀∀∀∀∀∀∀代＊＊＊＊＊＊＊∀∀∀∀∀∀盗盗撮撮盗＝＝
＋＝＊盗撮田代代代∀∀∀∀∀＊＊＊∀＊＊∀＊＊＊∀代∀∀∀∀代田撮撮撮盗＝：
＋＋＊田撮盗盗代∀∀∀∀∀∀＊＊＊＊＊＊∀∀代田田代代代∀∀∀∀盗撮撮撮＊＊
＋＋＊田撮盗盗∀∀∀∀∀代∀∀∀∀∀∀∀∀∀盗田田代代田撮撮撮盗田撮撮盗∀∀
＋＝＊田撮盗盗代代撮撮撮撮撮撮代代代∀代代田撮撮撮撮盗撮撮撮撮盗撮撮撮田盗田
＋：＝＊撮撮盗代田代田撮撮盗田田∀∀∀田盗撮∀∀田撮田代代代代田代盗田田撮田
＋＋＊＊田撮撮代田田田田代撮撮撮撮撮盗盗田代田田撮撮撮盗代代盗田撮撮田撮∀∀
＋＋＝＊田撮撮田盗田∀∀∀∀田∀代撮盗盗撮∀代代代代∀∀代∀代代田盗田田∀∀
＋＋＝＊∀撮盗盗田代撮撮撮撮撮撮代盗田∀撮田∀∀∀∀∀代∀∀田代代盗田代∀∀
＋＋＝＊田田盗田代代田撮代∀代∀∀田∀∀田盗∀∀∀∀∀∀代盗田∀田田代代∀∀
＋＋＊＊代田盗田田代田代∀代∀∀田盗∀＊∀田撮撮盗田代代盗∀∀代代盗代代∀∀
＋＋＊＊田撮盗代盗∀∀∀∀代∀∀撮∀∀＊∀∀田田∀∀∀∀∀∀代代田代代∀∀∀
＋＋＊＊∀代撮撮撮撮代田代代代∀撮代∀＊∀∀∀∀∀∀代∀∀∀∀∀代田田代代∀
＋＋＝＝∀∀田盗撮撮撮田∀∀∀∀∀∀∀∀∀∀∀∀＊＊∀∀∀∀∀代代田∀＊＊＊
＋＋＝＝＝代田田撮田代∀∀∀∀∀∀∀∀代田撮田代＊＊∀代∀∀∀∀代田＊＝＝＋
＋＋＊＝＊∀代田撮田代∀∀∀∀∀代撮撮盗撮撮撮代∀∀∀∀∀∀∀∀代田＋＝＝＋
＋＋＝＋＝＝田代撮田代∀∀∀代∀∀田田代撮代代代代∀∀∀∀∀∀代代田＋＝＋＋
＋＋＝＊＝＊＊∀代撮代∀∀∀∀∀∀撮田田盗盗盗盗撮撮∀∀∀代∀代撮田＝＝＋：
453 ：ナナシサソ：02/12/03 21:46 ID:DJG/RsmX: ＋＝＊撮撮盗代代∀∀∀∀∀∀∀∀田代＊∀∀∀＊＊＊＊∀∀∀∀代田盗撮撮撮∀＝
＋＝＝盗撮田田代代∀∀∀∀∀∀∀∀代＊＊＊＊＊＊＊∀∀∀∀∀∀盗盗撮撮盗＝＝
＋＝＊盗撮田代代代∀∀∀∀∀＊＊＊∀＊＊∀＊＊＊∀代∀∀∀∀代田撮撮撮盗＝：
＋＋＊田撮盗盗代∀∀∀∀∀∀＊＊＊＊＊＊∀∀代田田代代代∀∀∀∀盗撮撮撮＊＊
＋＋＊田撮盗盗∀∀∀∀∀代∀∀∀∀∀∀∀∀∀盗田田代代田撮撮撮盗田撮撮盗∀∀
＋＝＊田撮盗盗代代撮撮撮撮撮撮代代代∀代代田撮撮撮撮盗撮撮撮撮盗撮撮撮田盗田
＋：＝＊撮撮盗代田代田撮撮盗田田∀∀∀田盗撮∀∀田撮田代代代代田代盗田田撮田
＋＋＊＊田撮撮代田田田田代撮撮撮撮撮盗盗田代田田撮撮撮盗代代盗田撮撮田撮∀∀
＋＋＝＊田撮撮田盗田∀∀∀∀田∀代撮盗盗撮∀代代代代∀∀代∀代代田盗田田∀∀
＋＋＝＊∀撮盗盗田代撮撮撮撮撮撮代盗田∀撮田∀∀∀∀∀代∀∀田代代盗田代∀∀
＋＋＝＊田田盗田代代田撮代∀代∀∀田∀∀田盗∀∀∀∀∀∀代盗田∀田田代代∀∀
＋＋＊＊代田盗田田代田代∀代∀∀田盗∀＊∀田撮撮盗田代代盗∀∀代代盗代代∀∀
＋＋＊＊田撮盗代盗∀∀∀∀代∀∀撮∀∀＊∀∀田田∀∀∀∀∀∀代代田代代∀∀∀
＋＋＊＊∀代撮撮撮撮代田代代代∀撮代∀＊∀∀∀∀∀∀代∀∀∀∀∀代田田代代∀
＋＋＝＝∀∀田盗撮撮撮田∀∀∀∀∀∀∀∀∀∀∀∀＊＊∀∀∀∀∀代代田∀＊＊＊
＋＋＝＝＝代田田撮田代∀∀∀∀∀∀∀∀代田撮田代＊＊∀代∀∀∀∀代田＊＝＝＋
＋＋＊＝＊∀代田撮田代∀∀∀∀∀代撮撮盗撮撮撮代∀∀∀∀∀∀∀∀代田＋＝＝＋
＋＋＝＋＝＝田代撮田代∀∀∀代∀∀田田代撮代代代代∀∀∀∀∀∀代代田＋＝＋＋
＋＋＝＊＝＊＊∀代撮代∀∀∀∀∀∀撮田田盗盗盗盗撮撮∀∀∀代∀代撮田＝＝＋：
　　
454 ：ナナシサソ：02/12/03 21:47 ID:DJG/RsmX: ああっ、もうダメッ！
ぁあ…ウンチ出るっ、ウンチ出ますうっ！！
ビッ、ブリュッ、ブリュブリュブリュゥゥゥーーーーーッッッ！！！
いやああああっっっ！！見ないで、お願いぃぃぃっっっ！！！
ブジュッ！ジャアアアアーーーーーーッッッ…ブシャッ！
ブババババババアアアアアアッッッッ！！！！
んはああーーーーっっっ！！！ウッ、ウンッ、ウンコォォォッッ！！！
ムリムリイッッ！！ブチュブチュッッ、ミチミチミチィィッッ！！！
おおっ！ウンコッ！！ウッ、ウンッ、ウンコッッ！！！ウンコ見てぇっああっ、もうダメッ！！はうあああーーーーっっっ！！！
ブリイッ！ブボッ！ブリブリブリィィィィッッッッ！！！！
いやぁぁっ！あたし、こんなにいっぱいウンチ出してるゥゥッ！
ぶびびびびびびびぃぃぃぃぃぃぃっっっっ！！！！ボトボトボトォォッッ！！！
ぁあ…ウンチ出るっ、ウンチ出ますうっ！！
ビッ、ブリュッ、ブリュブリュブリュゥゥゥーーーーーッッッ！！！
いやああああっっっ！！見ないで、お願いぃぃぃっっっ！！！
ブジュッ！ジャアアアアーーーーーーッッッ…ブシャッ！
ブババババババアアアアアアッッッッ！！！！
んはああーーーーっっっ！！！ウッ、ウンッ、ウンコォォォッッ！！！
ムリムリイッッ！！ブチュブチュッッ、ミチミチミチィィッッ！！！
おおっ！ウンコッ！！ウッ、ウンッ、ウンコッッ！！！ウンコ見てぇっああっ、もうダメッ！！はうあああーーーーっっっ！！！
ブリイッ！ブボッ！ブリブリブリィィィィッッッッ！！！！
いやぁぁっ！あたし、こんなにいっぱいウンチ出してるゥゥッ！
ぶびびびびびびびぃぃぃぃぃぃぃっっっっ！！！！ボトボトボトォォッッ！！！
ぁあ…ウンチ出るっ、ウンチ出ますうっ！！
ビッ、ブリュッ、ブリュブリュブリュゥゥゥーーーーーッッッ！！！
いやああああっっっ！！見ないで、お願いぃぃぃっっっ！！！
ブジュッ！ジャアアアアーーーーーーッッッ…ブシャッ！
ブババババババアアアアアアッッッッ！！！！
んはああーーーーっっっ！！！ウッ、ウンッ、ウンコォォォッッ
455 ：ナナシサソ：02/12/03 21:48 ID:DJG/RsmX: 　　　　　　　　　　　　　　　　　　　　　　　 ,Ａ、
　　　　　　　　　　　　　　　　　　　　　　／∧＼
　　　　　　　　　　　　＿＿＿＿＿＿／／.^.＼＼＿＿＿＿＿_
　　　　　　　　　　　　i_;,＿＿＿＿／／／─＼＼＿＿＿＿_;,_i
　　　　　　　　　　　/;;/;;;;;;;;;;;;;;;;;／／-‐~￣￣~‐-＼;;;;;;;;;;;;;;;;;ヽ;;ヽ
　　　　　　　　┌‐´‐´‐ ~//＿ -‐~／￣二二￣＼~‐-＿ヽヽ~‐｀‐｀‐┐
　　　 ┌‐ ~￣ヽ~~~~~~~~~──~　 ,～（（(((((～､　~──~~~~~~~~~/ ￣~ ‐┐
　　　｀ー~~~~~~~ヽ´´´´´´´´´´´.　(　__（（（(((__　)｀｀｀｀｀｀｀｀｀｀｀｀/~~~~~~~-´
　　　　　　　　　 l:::::::::::::::::::l´~~＿~~l.|/^^ヽ)/ ^~ヽ|l~~~~~~~~ll::::::::::::::::::l
　　　　　　　　　 l::::::::::::::::::l　　ー‐　l(|-(//)-(//)-|）　─‐　 ll::::::::::::::::::l
　　　　　　　　　 l　 l::::::l　 l　￣￣ l::|　　　ﾑ､　　|:l　￣￣　l.l　 l:::::l　 l
　　　　　　　　　,l二.l::::::l二l-‐~￣￣:::＼　||||||　／::￣￣~‐-l.l二l:::::l二l、
∧ ∧　　　　　 l;;;;／lﾄﾄﾄﾄﾄﾄﾄﾄﾄﾄﾄl＿＿,｀l.~~~.l´ヽ- ＿ﾄﾄﾄﾄﾄﾄﾄﾄﾄﾄl＼;;;;l　　　　　∧ ∧
( ﾟДﾟ)　　　　　/三l／三三三　-￣::::>:: ヽＶ／:::／::::::::::ヽ三三三＼l三ヽ　　　 (ﾟДﾟ )
/　　|　　　　　──────l＼＼:ヽ:::;l´/::::／:::::::::::::,:::::ヽ──────　　　　|　　ヽ
＿__/　　　　　　／　　　　　　/::::＼＼l::::V::／_,:_-‐ ´／:::::l　　　　　　＼　　　　　ヽ＿_）／
二二◎　　　／　　　　　　　/:::::::::::ヽ-‐:::~￣l　l　　　ﾐヽ:::l　　　　　　　＼　　　 ◎二二l
l　　　l　　／　　　　　　　　/:::::::::::::::::::::::::::::::::l＜-＿　ﾐヽ::l　　　　　　　　　＼　　　l　　　l
456 ：ナナシサソ：02/12/03 21:49 ID:DJG/RsmX: 2ちゃんねるの文字絵はアスキーアートAAではありません。
2ちゃんねるの文字絵はAAでもないのにAAと
嘘の情報を垂れ流すことは犯罪行為です。

■　文字絵(テキストアートtext art)の内のアメリカのアートがアスキーアートAA　asciiartである。
■　文字絵(テキストアートtext art)の内の日本のアートがJISアートJapanOriginalityartである。
■　テキストアート(文字絵)のジャンルの中の内のひとつがアスキーアートAAである。
■　テキストアート(文字絵)のジャンルの中の内のひとつがascii picturesである。
■　テキストアート(文字絵)のジャンルの中の内のひとつがJISアートである。
■　テキストアート(文字絵)のジャンルの中の内のひとつが顔文字(フェイスマーク)
■　テキストアートtext artとはすべて(世界の文字絵)の文字絵の総称　→　世界共通名。
　　なぜならば文字(text)絵(art)はすべて(必要条件)→text(文字記号)で作られている由縁。
　　文字絵(text art)とは　それぞれ各々の国の文字(text)環境で作った文字絵(art)のこと。
　　だから　それぞれの国の文字環境でしか作れないし　それぞれの国の文字環境でしか
　　正しく見えないのである。
■　文字(text ←必要条件)で作った絵(art)のことすべてをテキストアート(text art)と言う。
■　なぜならば文字絵(text art)はそれぞれ各々の国の文字記号(text)で出来ている由縁である。
■　テキスト(text)とは→ 文書(文字記号の集合体)のことで制御コードを含まない文字記号列。
■　つまり文字絵(世界の文字絵)は　それぞれ各々の国の文字環境でしか見えない作れないのです。
■　つまりアスキーアートは我々日本の漢字カナ混じり環境では正しく見えない作れないのである。
■ アスキーアートはwindowsの英語版(アスキー文字)でしか描けないし英語版でしか見えないのです。我々日本人のパソコンは日本語版でありアスキーアート(AA)を作ることも見ることも出来ません。
457 ：ナナシサソ：02/12/03 21:50 ID:DJG/RsmX: 　　　　　　　　　　　　　　□△△△△△△△
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458 ：ナナシサソ：02/12/03 21:51 ID:DJG/RsmX: 　|　|　　　　　/,'‐':::/::..;／;;／;:r:::l::: ＼:;;::|:::: 　.:|⌒)___）　　　　　　　　　　　／　砲艦外交を①
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　　　　　 |　　 __ ｜ /　　　ヽ　　　　　＿　　　　＼　　　　＼　新幹線半島史観北海道⑫
　　　　　 ,|／ __｀) |/　　ﾉ　　　　　　￣　　　　　　　|　　　　　　＼　当時は難民受け入れ⑬
__________ / ／／｀l_|　／　　　/　　　　　　　　　　　　,r'￣〕___　　＼　反対を主張すること⑭
_______／|| ￣ _／7 /　　　　/　　　　　　　　|　　　/　r‐ '　___)　　　＼　をできる雰囲気は⑮
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三三|彡|　　Tー'　ゝ　　　　ヾ　　　　　 ,,　ヽ〔　__,　-'　ー'ノ
459 ：ナナシサソ：02/12/03 21:52 ID:DJG/RsmX: 　>>25-63 >>64-65 >>66-72までの原版は、ズレないようにしたつもりだから、
あとは、台詞（セリフ）を>>25-63 >>64-65 >>66-72の文字にそって、年賀状用
の台詞（セリフ）入れ直せば、ピッタリと合うはずだよ。

　年賀状に合う台詞（セリフ）を入れて、使ってね♪
　年賀状に合う台詞（セリフ）を入れて、使ってね♪

　
　>>25-63 >>64-65 >>66-72までの原版は、ズレないようにしたつもりだから、
あとは、台詞（セリフ）を>>25-63 >>64-65 >>66-72の文字にそって、年賀状用
の台詞（セリフ）入れ直せば、ピッタリと合うはずだよ。

　年賀状に合う台詞（セリフ）を入れて、使ってね♪
　年賀状に合う台詞（セリフ）を入れて、使ってね♪
460 ：ナナシサソ：02/12/03 21:54 ID:DJG/RsmX: たった今、アパートの天井に向かって「ｷｷのﾏﾝｺ！ｷｷのﾏﾝｺ!」と怒鳴ってみました。
反応がありません。
しょうがないので全裸になり、自分の尻を両手でバンバン叩きながら白目をむき
「びっくりするほどユートピア！びっくりするほどユートピア！」
とハイトーンで連呼しながらベットを昇り降りしてみました。
これだけやってもまだ反応がありません。
これを１０分程続けると妙な脱力感に襲われ、解脱気分に浸れます。
ﾔｷｿﾊﾞUFOのｶｯﾌﾟを舐めつつ「ｵｽでよかった！！ｵｽでよかった！！！」と絶叫。
クローゼットの扉の開け閉めを繰り返ししながら「バーバー、バーバー」と
鳩時計のように首を振りながら言い続けた事がよくある。
この行動に特に意味は無いのだが、自分は実はルンペンではないのかと度々考えることがある.
461 ：ナナシサソ：02/12/03 21:58 ID:DJG/RsmX: ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]
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462 ：ナナシサソ：02/12/03 22:00 ID:DJG/RsmX: ﾊﾓｹﾑ｡ｧﾒｹｻﾅﾑｴ｡ﾃﾐｷﾃﾇｧﾈﾖ｡ﾉﾒｸﾔ｡ﾒﾃ猴郢､ﾇﾒﾁﾊ
ﾓ､ﾑｭ｡ﾒﾃｨﾑｴ｡ﾔｨ｡ﾃﾃﾁﾊﾇﾑﾊｴﾔ｡ﾒﾃﾀﾒﾂ羯ﾊ霽ｹﾃﾒｪ｡ﾒ
ﾃﾊｹﾍｧｹ篦ｺﾒﾂﾃﾑｰｺﾒﾅｵﾒﾁﾃﾐ犲ﾕﾂｺﾊﾓｹﾑ｡ｹﾒﾂ｡ﾃﾑｰ
ﾁｹｵﾃﾕｾ.ﾈ. 2530 ｹﾍ｡ｨﾒ｡ｨﾑｴ羯｡ﾅﾒｧ眷鯢ﾂﾑｧﾁﾍ
ｺﾍﾓｹﾒｨ耆鯡ﾓｹﾑ｡ｾﾑｲｹﾒ｡ﾒﾃﾈﾖ｡ﾉﾒﾏ爐ｵ｡ﾒﾃﾈﾖ｡ﾉﾒ

ｵ靨ｧ・ｷﾕ鞨ｻ郢ﾋｹ霽ﾂﾃﾒｪ｡ﾒﾃﾊ霽ｹ｡ﾅﾒｧｻｯﾔｺﾑｵﾔ
ﾋｹ鰓ｷﾕ鞳ｹﾊ霽ｹﾀﾙﾁﾔﾀﾒ､莇
鯏霽ﾁ｡ﾔｨ｡ﾃﾃﾁﾊﾇﾑﾊｴﾔ｡ﾒﾃ爼雹｡ﾑｹ

ｺﾑｴｹﾕ・ﾊﾓｹﾑ｡ｾﾑｲｹﾒ｡ﾒﾃﾈﾖ｡ﾉﾒﾏ爐ｵ｡ﾒﾃﾈﾖ｡ﾉﾒ 7
莇鮟ｯﾔｺﾑｵﾔ耆鰲｡ﾔｴﾁﾔｵﾔ耆ﾁ・羯｡ﾃﾐｺﾇｹ｡ﾒﾃｨﾑｴ
｡ﾔｨ｡ﾃﾃﾁﾊﾇﾑﾊｴﾔ｡ﾒﾃ耆鬘ﾑｺ｢鰓ﾃﾒｪ｡ﾒﾃ羯ﾊﾑｧ
｡ﾑｴ箒ﾂｨﾑｴ｡ﾔｨ｡ﾃﾃﾁﾋﾒﾃﾒﾂ莇鮖ﾓ爰ﾔｹｷﾕ鞴ｴ鯡ﾙ陦
ﾃﾐｺﾇｹ｡ﾒﾃｺﾃﾔﾋﾒﾃｨﾑｴ｡ﾒﾃｷﾕ霖ﾕﾃﾐ犲ﾕﾂｺﾃﾍｧﾃﾑｺ爍
ﾔｴ､ﾇﾒﾁｪﾍｺｸﾃﾃﾁｷﾕ靉ｸﾔｺﾒﾂ莇・ﾅ鯢ｹﾊ隗ｼﾅｴ鰓ｹ､靨､ﾃﾍｧｪ
ﾕｾ｡靉耆鰲｡ﾔｴ｢ﾇﾑｭ眷ﾐｾﾅﾑｧ羯｡ﾒﾃｻｯﾔｺﾑｵﾔﾋｹ鰓ｷﾕ
鞳ｹﾊ霽ｹﾃﾒｪ｡ﾒﾃﾍﾂ靨ｧﾂﾔ隗
463 ：ナナシサソ：02/12/03 22:00 ID:DJG/RsmX: ｺﾑｴｹﾕ・ﾊﾓｹﾑ｡ｾﾑｲｹﾒ｡ﾒﾃﾈﾖ｡ﾉﾒﾏ爐ｵ｡ﾒﾃﾈﾖ｡ﾉﾒ 7
莇鮟ｯﾔｺﾑｵﾔ耆鰲｡ﾔｴﾁﾔｵﾔ耆ﾁ・羯｡ﾃﾐｺﾇｹ｡ﾒﾃｨﾑｴ
｡ﾔｨ｡ﾃﾃﾁﾊﾇﾑﾊｴﾔ｡ﾒﾃ耆鬘ﾑｺ｢鰓ﾃﾒｪ｡ﾒﾃ羯ﾊﾑｧ
｡ﾑｴ箒ﾂｨﾑｴ｡ﾔｨ｡ﾃﾃﾁﾋﾒﾃﾒﾂ莇鮖ﾓ爰ﾔｹｷﾕ鞴ｴ鯡ﾙ陦
ﾃﾐｺﾇｹ｡ﾒﾃｺﾃﾔﾋﾒﾃｨﾑｴ｡ﾒﾃｷﾕ霖ﾕﾃﾐ犲ﾕﾂｺﾃﾍｧﾃﾑｺ爍
ﾔｴ､ﾇﾒﾁｪﾍｺｸﾃﾃﾁｷﾕ靉ｸﾔｺﾒﾂ莇・ﾅ鯢ｹﾊ隗ｼﾅｴ鰓ｹ､靨､ﾃﾍｧｪ
ﾕｾ｡靉耆鰲｡ﾔｴ｢ﾇﾑｭ眷ﾐｾﾅﾑｧ羯｡ﾒﾃｻｯﾔｺﾑｵﾔﾋｹ鰓ｷﾕ
鞳ｹﾊ霽ｹﾃﾒｪ｡ﾒﾃﾍﾂ靨ｧﾂﾔ隗ｺﾑｴｹﾕ・ﾊﾓｹﾑ｡ｾﾑｲｹﾒ｡ﾒﾃﾈﾖ｡ﾉﾒﾏ爐ｵ｡ﾒﾃﾈﾖ｡ﾉﾒ 7
莇鮟ｯﾔｺﾑｵﾔ耆鰲｡ﾔｴﾁﾔｵﾔ耆ﾁ・羯｡ﾃﾐｺﾇｹ｡ﾒﾃｨﾑｴ
｡ﾔｨ｡ﾃﾃﾁﾊﾇﾑﾊｴﾔ｡ﾒﾃ耆鬘ﾑｺ｢鰓ﾃﾒｪ｡ﾒﾃ羯ﾊﾑｧ
｡ﾑｴ箒ﾂｨﾑｴ｡ﾔｨ｡ﾃﾃﾁﾋﾒﾃﾒﾂ莇鮖ﾓ爰ﾔｹｷﾕ鞴ｴ鯡ﾙ陦
ﾃﾐｺﾇｹ｡ﾒﾃｺﾃﾔﾋﾒﾃｨﾑｴ｡ﾒﾃｷﾕ霖ﾕﾃﾐ犲ﾕﾂｺﾃﾍｧﾃﾑｺ爍
ﾔｴ､ﾇﾒﾁｪﾍｺｸﾃﾃﾁｷﾕ靉ｸﾔｺﾒﾂ莇・ﾅ鯢ｹﾊ隗ｼﾅｴ鰓ｹ､靨､ﾃﾍｧｪ
ﾕｾ｡靉耆鰲｡ﾔｴ｢ﾇﾑｭ眷ﾐｾﾅﾑｧ羯｡ﾒﾃｻｯﾔｺﾑｵﾔﾋｹ鰓ｷﾕ
鞳ｹﾊ霽ｹﾃﾒｪ｡ﾒﾃﾍﾂ靨ｧﾂﾔ隗
464 ：ナナシサソ：02/12/03 22:04 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
465 ：ナナシサソ：02/12/03 22:04 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
ｄｇさｇ
466 ：ナナシサソ：02/12/03 22:05 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
eat
467 ：ナナシサソ：02/12/03 22:05 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeee
468 ：ナナシサソ：02/12/03 22:06 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aaetqqqqqqqqq
469 ：ナナシサソ：02/12/03 22:06 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
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470 ：ナナシサソ：02/12/03 22:08 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeee333333333333333333333333333333333333333
471 ：ナナシサソ：02/12/03 22:08 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeee51322222222222222222222222222222222
472 ：ナナシサソ：02/12/03 22:08 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeeghaeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee
473 ：ナナシサソ：02/12/03 22:09 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
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474 ：ナナシサソ：02/12/03 22:09 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhagaga
475 ：ナナシサソ：02/12/03 22:10 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhageeeeeee
476 ：ナナシサソ：02/12/03 22:10 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh22222222
477 ：ナナシサソ：02/12/03 22:10 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhaeetatetat
478 ：ナナシサソ：02/12/03 22:12 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhag
479 ：ナナシサソ：02/12/03 22:12 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhaggae
480 ：ナナシサソ：02/12/03 22:13 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay
481 ：ナナシサソ：02/12/03 22:13 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452
482 ：ナナシサソ：02/12/03 22:13 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452aet356
483 ：ナナシサソ：02/12/03 22:14 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452tate3
484 ：ナナシサソ：02/12/03 22:14 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452ageagag4
485 ：ナナシサソ：02/12/03 22:15 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg5
486 ：ナナシサソ：02/12/03 22:15 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg56
487 ：ナナシサソ：02/12/03 22:15 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567
488 ：ナナシサソ：02/12/03 22:16 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqg
489 ：ナナシサソ：02/12/03 22:16 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
490 ：ナナシサソ：02/12/03 22:18 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafwe
491 ：ナナシサソ：02/12/03 22:18 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaegggggggggggggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaa
492 ：ナナシサソ：02/12/03 22:19 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
493 ：ナナシサソ：02/12/03 22:19 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshawr
494 ：ナナシサソ：02/12/03 22:20 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
495 ：ナナシサソ：02/12/03 22:20 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
496 ：ナナシサソ：02/12/03 22:24 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw2
497 ：ナナシサソ：02/12/03 22:24 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \ge{(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw4
498 ：ナナシサソ：02/12/03 22:25 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
499 ：ナナシサソ：02/12/03 22:26 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
500 ：ナナシサソ：02/12/03 22:26 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
501 ：ナナシサソ：02/12/03 22:28 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrsh
502 ：ナナシサソ：02/12/03 22:28 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhr
503 ：ナナシサソ：02/12/03 22:29 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshs
504 ：ナナシサソ：02/12/03 22:29 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrw
505 ：ナナシサソ：02/12/03 22:30 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhr
506 ：ナナシサソ：02/12/03 22:30 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwh
507 ：ナナシサソ：02/12/03 22:31 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
508 ：ナナシサソ：02/12/03 22:32 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
509 ：ナナシサソ：02/12/03 22:32 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\fr}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
510 ：ナナシサソ：02/12/03 22:32 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhw
511 ：ナナシサソ：02/12/03 22:33 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrs
512 ：ナナシサソ：02/12/03 22:33 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
513 ：ナナシサソ：02/12/03 22:34 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw2
514 ：ナナシサソ：02/12/03 22:34 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^p{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw3
515 ：ナナシサソ：02/12/03 22:34 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\f{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw4
516 ：ナナシサソ：02/12/03 22:35 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}rac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw5
517 ：ナナシサソ：02/12/03 22:36 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw6
518 ：ナナシサソ：02/12/03 22:36 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensur{(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw7
519 ：ナナシサソ：02/12/03 22:36 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\fra{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}}\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw8
520 ：ナナシサソ：02/12/03 22:37 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^rac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw9
521 ：ナナシサソ：02/12/03 22:38 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwh
522 ：ナナシサソ：02/12/03 22:38 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaah
523 ：ナナシサソ：02/12/03 22:39 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
524 ：ナナシサソ：02/12/03 22:39 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
525 ：ナナシサソ：02/12/03 22:40 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaegggggggggggggggggggggggggggggggggggggggggg
526 ：ナナシサソ：02/12/03 22:40 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
527 ：ナナシサソ：02/12/03 22:40 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
528 ：ナナシサソ：02/12/03 22:41 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrs
529 ：ナナシサソ：02/12/03 22:41 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwh
530 ：ナナシサソ：02/12/03 22:41 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}eq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
531 ：ナナシサソ：02/12/03 22:43 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhh
532 ：ナナシサソ：02/12/03 22:44 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhr
533 ：ナナシサソ：02/12/03 22:44 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhr
534 ：ナナシサソ：02/12/03 22:45 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhr
535 ：ナナシサソ：02/12/03 22:45 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaa
536 ：ナナシサソ：02/12/03 22:46 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhr
537 ：ナナシサソ：02/12/03 22:48 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshs
538 ：ナナシサソ：02/12/03 22:48 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaer
539 ：ナナシサソ：02/12/03 22:49 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwh
540 ：ナナシサソ：02/12/03 22:50 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\fr{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
541 ：ナナシサソ：02/12/03 22:50 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhr
542 ：ナナシサソ：02/12/03 22:51 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerh
543 ：ナナシサソ：02/12/03 22:51 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrs
544 ：ナナシサソ：02/12/03 22:52 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1es ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
545 ：ナナシサソ：02/12/03 22:56 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
546 ：ナナシサソ：02/12/03 22:57 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
547 ：ナナシサソ：02/12/03 22:58 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
548 ：ナナシサソ：02/12/03 22:59 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshs
549 ：ナナシサソ：02/12/03 22:59 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhw
550 ：ナナシサソ：02/12/03 23:01 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwah
551 ：ナナシサソ：02/12/03 23:01 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrsh
552 ：ナナシサソ：02/12/03 23:01 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwh
553 ：ナナシサソ：02/12/03 23:02 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrsh
554 ：ナナシサソ：02/12/03 23:02 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrh
555 ：ナナシサソ：02/12/03 23:03 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrsh
556 ：ナナシサソ：02/12/03 23:03 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrw
557 ：ナナシサソ：02/12/03 23:04 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrh
558 ：ナナシサソ：02/12/03 23:05 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
559 ：ナナシサソ：02/12/03 23:07 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
560 ：ナナシサソ：02/12/03 23:07 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrsh
561 ：ナナシサソ：02/12/03 23:08 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
562 ：ナナシサソ：02/12/03 23:08 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhh
563 ：ナナシサソ：02/12/03 23:09 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ es ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
564 ：ナナシサソ：02/12/03 23:09 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhr
565 ：ナナシサソ：02/12/03 23:11 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
566 ：ナナシサソ：02/12/03 23:11 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\fra})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
567 ：ナナシサソ：02/12/03 23:12 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahr
568 ：ナナシサソ：02/12/03 23:14 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
569 ：ナナシサソ：02/12/03 23:15 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
570 ：ナナシサソ：02/12/03 23:15 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshs
571 ：ナナシサソ：02/12/03 23:16 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrw
572 ：ナナシサソ：02/12/03 23:17 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^c{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
573 ：ナナシサソ：02/12/03 23:20 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrsh
574 ：ナナシサソ：02/12/03 23:21 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}ures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
575 ：ナナシサソ：02/12/03 23:22 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
576 ：ナナシサソ：02/12/03 23:22 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
577 ：ナナシサソ：02/12/03 23:23 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhr
578 ：ナナシサソ：02/12/03 23:23 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
579 ：ナナシサソ：02/12/03 23:25 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \ge}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
580 ：ナナシサソ：02/12/03 23:25 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
581 ：ナナシサソ：02/12/03 23:27 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \ge)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
582 ：ナナシサソ：02/12/03 23:27 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
583 ：ナナシサソ：02/12/03 23:27 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2 \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
584 ：ナナシサソ：02/12/03 23:28 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
585 ：ナナシサソ：02/12/03 23:28 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaegggggggggggggggggggggggggggggggggggggggaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
586 ：ナナシサソ：02/12/03 23:29 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
587 ：ナナシサソ：02/12/03 23:33 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
588 ：ナナシサソ：02/12/03 23:33 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
589 ：ナナシサソ：02/12/03 23:34 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
590 ：ナナシサソ：02/12/03 23:36 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
591 ：ナナシサソ：02/12/03 23:36 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\f{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
592 ：ナナシサソ：02/12/03 23:36 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}{(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
593 ：ナナシサソ：02/12/03 23:39 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
594 ：ナナシサソ：02/12/03 23:40 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
595 ：ナナシサソ：02/12/03 23:40 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})rac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} ^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
596 ：ナナシサソ：02/12/03 23:41 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
597 ：ナナシサソ：02/12/03 23:42 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
598 ：ナナシサソ：02/12/03 23:42 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
599 ：ナナシサソ：02/12/03 23:43 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
600 ：ナナシサソ：02/12/03 23:43 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\f$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
601 ：ナナシサソ：02/12/03 23:45 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
602 ：ナナシサソ：02/12/03 23:45 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fr{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
603 ：ナナシサソ：02/12/03 23:45 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
604 ：ナナシサソ：02/12/03 23:45 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
605 ：ナナシサソ：02/12/03 23:46 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ esures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
606 ：ナナシサソ：02/12/03 23:46 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \ge 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} c{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
607 ：ナナシサソ：02/12/03 23:47 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frc{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
608 ：ナナシサソ：02/12/03 23:47 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
609 ：ナナシサソ：02/12/03 23:47 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
610 ：ナナシサソ：02/12/03 23:49 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
611 ：ナナシサソ：02/12/03 23:49 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
612 ：ナナシサソ：02/12/03 23:50 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$es ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
613 ：ナナシサソ：02/12/03 23:50 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ enss ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
614 ：ナナシサソ：02/12/03 23:50 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
615 ：ナナシサソ：02/12/03 23:52 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
616 ：ナナシサソ：02/12/03 23:53 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
617 ：ナナシサソ：02/12/03 23:53 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
618 ：ナナシサソ：02/12/03 23:54 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrsh
619 ：ナナシサソ：02/12/03 23:55 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
620 ：ナナシサソ：02/12/03 23:55 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
621 ：ナナシサソ：02/12/03 23:57 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
622 ：ナナシサソ：02/12/03 23:58 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
623 ：ナナシサソ：02/12/03 23:58 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensus ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
624 ：ナナシサソ：02/12/03 23:59 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshs
625 ：ナナシサソ：02/12/03 23:59 ID:DJG/RsmX: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrh
626 ：ナナシサソ：02/12/04 00:00 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
627 ：ナナシサソ：02/12/04 00:00 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
628 ：ナナシサソ：02/12/04 00:01 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}es ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
629 ：ナナシサソ：02/12/04 00:05 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
630 ：ナナシサソ：02/12/04 00:05 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
631 ：ナナシサソ：02/12/04 00:05 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
632 ：ナナシサソ：02/12/04 00:08 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
633 ：ナナシサソ：02/12/04 00:08 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
634 ：ナナシサソ：02/12/04 00:09 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
635 ：ナナシサソ：02/12/04 00:10 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhwhrwhrhhrshshaw1
636 ：ナナシサソ：02/12/04 00:11 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
637 ：ナナシサソ：02/12/04 00:11 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
638 ：ナナシサソ：02/12/04 00:11 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
639 ：ナナシサソ：02/12/04 00:13 ID:pfLzQlnP: 謎
640 ：ナナシサソ：02/12/04 00:13 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
641 ：ナナシサソ：02/12/04 00:13 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
642 ：ナナシサソ：02/12/04 00:15 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r eq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
643 ：ナナシサソ：02/12/04 00:15 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
644 ：ナナシサソ：02/12/04 00:15 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
645 ：ナナシサソ：02/12/04 00:18 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
646 ：ナナシサソ：02/12/04 00:19 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
647 ：ナナシサソ：02/12/04 00:19 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^fra{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
648 ：ナナシサソ：02/12/04 00:22 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
649 ：ナナシサソ：02/12/04 00:22 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
650 ：ナナシサソ：02/12/04 00:23 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
651 ：ナナシサソ：02/12/04 00:32 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
652 ：ナナシサソ：02/12/04 00:32 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
653 ：ナナシサソ：02/12/04 00:32 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
654 ：ナナシサソ：02/12/04 00:35 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
655 ：ナナシサソ：02/12/04 00:35 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
656 ：ナナシサソ：02/12/04 00:35 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsh
657 ：ナナシサソ：02/12/04 00:37 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
658 ：ナナシサソ：02/12/04 00:37 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
659 ：ナナシサソ：02/12/04 00:37 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geqr}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
660 ：ナナシサソ：02/12/04 00:39 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
661 ：ナナシサソ：02/12/04 00:39 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshsha
662 ：ナナシサソ：02/12/04 00:39 ID:dgTWQMkP: 晒しage
663 ：ナナシサソ：02/12/04 00:40 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
664 ：ナナシサソ：02/12/04 00:42 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
665 ：ナナシサソ：02/12/04 00:42 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw
666 ：ナナシサソ：02/12/04 00:45 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
667 ：ナナシサソ：02/12/04 00:49 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1
668 ：ナナシサソ：02/12/04 00:51 ID:pfLzQlnP: ${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p
\geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}}
B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{
2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}}}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$
ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $
(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$
for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac
{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^
{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\fr
ac{1}{q}}$ ensures ${(A^{\frac{r}{2}} A^pA^{\frac{r}{2}})}^fra\geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})}^frac{1}{q}}$ for $p \geq 0, q \geq 1, r \
geq 0$ with $(1+r)q${(A \geq B \geq 0)}^{\frac{1}{q}}$ ensures ${(A^{\c{r}{2}} A^pA^{\frac{r}{2}})}^frac{1}{q}} \geq {(A^{\frac{r}{2}} B^pA^{\frac{r}{2}})
aeeeeeeeeeeeeeeeeeehaqhreahreahhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhayeayeay32452etaegaeggaeg567tgageeqgqgaerrrrrrrrrrrrr
afafweaegeaegeagaeggggggggggggggggggggggggggggggggggggggggggggggggeaaaaaaaaaahaerhrhrwahrwhrwhwhrwhrhhrshshaw1

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read.cgi ver 05.04.02 2018/11/22 Walang Kapalit ★
FOX ★ DSO(Dynamic Shared Object)