書評
日本語（中国語を含む）
1951年に出版された統計関係書概観 （林知己夫） 04－117
戦後に出版された偏微分方程式に関する書物 （吉田耕作） 10－263
赤池弘次・中川東一郎：ダイナミックシステムの 統計的解析と制御（藤井光昭） 29－186
秋月康夫・鈴木通夫：高等代数学Ⅰ （玉河恒夫） 05－255
秋月康夫：調和積分論（一松 信）······· 08－060
秋月康夫：輓近代数学の展望（飯高 茂） 26－288
浅野啓三：環論及イデアル論（中山 正） 02－375
浅野啓三・永尾 汎：群論（飯塚健三）· 17－178
東屋五郎：単純環の代数的理論（浅野啓三） 04－053
足立正久：微分位相幾何学（小宮克弘）· 29－177
石井吾郎：実験計画法／配置の理論 （景山三平） 26－276
石原 繁：幾何学概論（田代嘉宏）······· 29－184
泉 信一：一般級数論（河田竜夫）······· 01－351
伊藤 昇：有限群論（永尾 汎）·········· 26－377
伊藤清三：ルベーグ積分入門（一松 信） 15－251
伊藤清三：偏微分方程式（村松寿延）···· 26－084
稲垣 武：点集合論（長田潤一）·········· 03－120
稲葉栄次：代数函数の代数的理論（玉河恒夫） 02－377
井上正雄：ポテンシャル論（小松勇作）· 05－189
井上正雄：応用函数論（遠木幸成）······· 10－053
今吉洋一・谷口雅彦：タイヒミュラー空間論 （志賀啓成） 42－282
彌永昌吉：幾何学序説（岩村 聯）······· 25－094
彌永昌吉：数論（河田敬義）················ 22－237
彌永昌吉・小平邦彦：現代数学概説Ⅰ （杉浦光夫） 20－185
彌永昌吉・平野鉄太郎：射影幾何学 （岩堀長慶） 11－253
岩澤健吉：代数函数論（稲葉栄次）······· 04－116
岩波講座‘基礎数学’（小谷眞一）······· 35－278
彌永昌吉・彌永健一：集合と位相（森 毅） 35－278
小平邦彦：解析入門Ⅰ～Ⅳ（笠原皓司） 35－279
藤田 宏：解析入門Ⅴ（笠原皓司）···· 35－279
吉田耕作：測度と積分（山崎泰郎）···· 35－280
小平邦彦：複素解析（藤家龍雄）······· 35－280
伊藤 清：確率論（宮本宗実）·········· 35－281
齋藤利彌：常微分方程式Ⅰ（宮武貞夫） 35－282
木村俊房：常微分方程式Ⅱ（宮武貞夫） 35－282
大島利雄・小松彦三郎：1階偏微分方程式 （伊達悦朗） 35－284
藤田 宏・犬井鉄郎・池部晃生・高見穎郎： 数理物理に現われる偏微分方程式 （浅野 潔）·············································· 35－284
増田久弥：非線型楕円型方程式（島倉紀夫） 35－285
岩堀長慶：ベクトル解析（田代嘉宏）···· 15－249
岩村 聯：束論（彌永昌吉）················ 01－349
上野健爾：代数幾何入門（清水勇二）···· 48－209
上野健爾・志賀浩二・砂田利一編集：
数学のたのしみ（真島秀行） 通2巻4号－099
上田哲生・谷口雅彦・諸澤俊介：複素力学系序説 —–フラクタルと複素解析—–（木坂正史） 50－332
宇野利雄：計算機のための数値計算
（高田 勝） 16－184
宇野利雄編：数理統計学演習（丸山儀四郎） 09－059
浦川 肇：変分法と調和写像（大仁田義裕） 45－184
江沢洋，新井朝雄：
場の最子論と統計力学（伊東恵一） 41－276
大島 勝：群論（永尾 汎）················ 07－055
大森英樹：力学的な微分幾何（高橋恒郎） 34－279
岡潔先生遺稿集1～7（木村郁雄）········ 36－377
岡田良知：級数概論（河田竜夫）·········· 04－192
岡村 博：微分方程式序説（福原満洲雄） 03－192
岡本清郷：等質空間上の解析学（峰村勝弘） 41－185
小澤 満：近代函数論Ⅰ（戸田暢茂）···· 29－181
小田忠雄：凸体と代数幾何学（浪川幸彦） 39－183
落合卓四郎・野口潤次郎：幾何学的関数論 （藤本坦孝） 37－376
柏原正樹・河合隆裕・木村達雄：代数解析学の 基礎（片岡清臣，大阿久俊則） 36－282
加藤敏夫：函数空間論（伊藤清三）······· 10－192
加藤平左エ門：和算ノ研究（細井 淙）· 07－054
加藤平左エ門：和算の研究, 雑論Ⅱ （細井 淙） 09－258
加藤平左衛門：和算の研究，補遺1 （一松 信） 21－072
加藤平左衛門：江戸末期の大数学者，和田寧の業績 （一松 信） 21－072
加藤平左衛門：安島直円の業績（一松 信） 24－252
金子 晃：超函数入門 (上)，(下) （片岡清臣，大阿久俊則） 36－282
亀谷俊司：初等解析学Ⅰ（田村二郎）···· 05－191
刈屋武昭：回帰分析の理論（藤越康祝）· 33－374
川久保勝夫：変換群論（神島芳宣）······· 40－092
河田龍夫：フーリエ解析と確率論（伊藤 清） 01－143
河田敬義：確率論（伊藤 清）············· 02－271
河田敬義：積分論（亀谷俊司）············· 03－063
河田敬義：微分式論（吉田耕作）·········· 04－053
河田敬義・三村征雄：現代数学概説Ⅱ
（編集部） 17－123
河田敬義・竹内外史：位相幾何学（中岡 稔） 05－120
河内明夫編：結び目理論（村杉邦男）···· 44－091
北川敏男・三留三千男：実験計画要因配置表 （森口繁一） 06－182
草場公邦：行列特論（谷崎俊之）·········· 36－087
楠 幸男：函数論（黒田 正）············· 28－185
国沢清典：近代確率論（伊藤 清）······· 05－121
国田 寛：確率過程の推定（西尾真喜子） 32－189
功力金二郎：解析要論（亀谷俊司）······· 05－054
熊ノ郷準：擬微分作用素（井川 満）···· 35－274
黒田成勝・久保田富雄：整数論（稲葉栄次） 15－246
河野伊三郎：位相空間論（森田紀一）···· 07－056
小島定吉：多角形の現代幾何学（和田昌昭） 48－093
小林孝次郎・高橋正子：オートマトンの理論 （小野寛晰） 37－375
小林昭七：曲線と曲面の微分幾何（森本明彦） 36－083
小林昭七：曲線と曲面の微分幾何（改訂版） （山田光太郎） 50－214
小林昭七：接続の微分幾何とゲージ理論 （中島 啓） 42－183
小松・中岡・菅原：位相幾何学Ⅰ（鈴木治夫） 24－343
小松醇郎：位相空間論（稲垣 武）······· 01－230
小松勇作：一般函数論（井上正雄）······· 06－183
近藤次郎：積分方程式（金沢 隆）······· 07－183
近藤基吉：実函数論（村田 全）·········· 22－077
近藤基吉：実函数論演習（村田 全）···· 22－078
近藤洋逸：ゲーデル‘数学基礎論’
（伊藤 清） 01－047
近藤洋逸：幾何学思想史（近藤基吉）···· 01－142
齋藤利彌：位相力学（浦 太郎）·········· 26－180
佐々木重夫：共形接続幾何学（本部 均） 02－084
佐々木重夫：微分幾何学―大域的考察を 中心として―（一松 信） 13－121
佐武一郎：行列と行列式（森 毅）······· 15－248
佐藤健一：加法過程（神田 護）·········· 46－075
志賀浩二：現代数学への招待（大森英樹） 34－091
渋谷泰隆：複素領域における線型常微分方程式 （高野恭一） 33－085
島内剛一：数学の基礎（岩村 聯）······· 28－381
清水良一：中心極限定理（竹内 啓）···· 30－090
正田建次郎：代数学通論（中山 正）···· 01－229
正田建次郎・浅野啓三：代数学Ⅰ（秋月康夫） 05－254
白岩謙一：力学系の理論（池上宜弘）···· 28－179
神保道夫：量子群とヤン・バクスター方程式 （中神祥臣） 46－362
吹田信之：近代函数論Ⅱ（酒井 良）···· 30－287
末綱恕一：数理と論理（黒田成勝）······· 01－144
末綱恕一：数学の基礎（黒田成勝）······· 04－255
杉原正顯・室田一雄：数値計算法の数理 （篠原能材） 48－211
鈴木通夫：群論(上)，(下)（伊藤 昇）··· 37－185
赤 摂也・藤川洋一郎：電子計算機入門 （野崎昭弘） 19－185
竹内外史：数学基礎論（前原昭二）······· 09－195
竹内外史：数理論理学（広瀬 健）······· 27－282
竹内外史：層・圏・トポス（林 晋）···· 31－273
竹内外史：直観主義的集合論（倉田令二朗） 36－184
竹内外史：証明と計算量（菊池 誠）···· 50－327
竹内 啓：統計的推定の漸近理論 （阪市大数理統計ゼミナール） 28－281
竹内 勝：現代の球関数（砂田利一）···· 38－189
竹崎正道：作用素環の構造（御園生善尚） 36－378
田崎 中：江戸時代の数学（杉浦光夫）· 39－373
田島一郎：数学解析入門（亀谷俊司）···· 01－048
立花俊一：リーマン幾何学；リーマン幾何学演習 （石原 繁） 21－233
辰馬伸彦：位相群の双対定理（櫻本篤司） 48－100
田中俊一・伊達悦朗：KdV方程式（神保道夫） 36－088
谷口雅彦・松崎克彦：双曲的多様体とクライン群 （小島定吉） 48－095
谷崎俊之・堀田良之：
加群と代数群 （竹内 潔） 50－095
田村一郎：トポロジー（松本幸夫）······· 26－279
田村一郎：葉層のトポロジー（今西英器） 29－190
田村二郎：解析函数（伊藤清三）·········· 15－250
田村孝行：半群論（井関清志）············· 26－186
淡中忠郎：位相群論（後藤守邦）·········· 02－378
丹野修吉：多様体の微分幾何学（畠山洋二） 30－167
都筑俊郎：有限群と有限幾何（木村 浩） 36－179
寺阪英孝：射影幾何学の基礎（彌永昌吉） 01－350
土井公二・三宅敏恒： 保型形式と整数論（浅井哲也） 31－181
遠山 啓：無限と連続（矢野健太郎）···· 05－056
遠山 啓：行列論（稲葉栄次）············· 06－054
戸川隼人：共役勾配法（藤井 宏）······· 30－170
戸田盛和：非線形格子力学（上野喜三雄） 36－280
戸田盛和：非線形波動とソリトン
（上野喜三雄） 36－280
十時東生：エルゴード理論入門（村田 博） 26－178
中井三留：リーマン面の理論（楠 幸男） 34－089
永尾 汎：群とデザイン（岩崎史郎）···· 28－287
永尾 汎・津島行男： 有限群の表現（渡辺アツミ） 40－279
中岡 稔：双曲幾何学入門（川﨑徹郎）· 48－078
中川久雄：大域のRiemann幾何学
（塩浜勝博） 33－088
永田雅宜：可換体論（西三重雄）·········· 21－070
永田雅宜・宮西正宜・丸山正樹： 抽象代数幾何学（松村英之） 26－275
中西シヅ：積分論（久保田陽人）·········· 27－383
中野茂男：多変数函数論（鈴木 理）···· 36－085
中野秀五郎：ヒルベルト空間論（三村征雄） 01－047
長野 正：曲面の数学（小林昭七）······· 21－232
中山 正・東屋五郎：代数学Ⅱ（池田正験） 06－248
南雲道夫：微分方程式Ⅰ（渋谷泰隆）···· 08－250
鍋谷清治：数理統計学（工藤弘吉）······· 31－275
成田正雄：初等代数学（浅野啓三）······· 21－065
成田正雄：イデアル論入門（中井喜和）· 23－159
成田正雄：代数学（石川武志）············· 29－185
難波完爾：集合論（高橋元男）············· 29－086
二階堂副包：経済のための線型数学 （古屋 茂） 15－180
二階堂副包：現代経済学の数学的方法 （古屋 茂） 15－180
西尾真喜子：確率論（河田龍夫）·········· 32－278
日本科学史学会編：日本科学技術史大系 （一松 信） 23－079
野木達夫・矢島信男：発展方程式の数値解法 （山口昌哉） 30－171
野口 広・福田拓生：初等カタストロフィー （宇敷重広） 29－173
野崎安雄：ポテンシャル論（亀谷俊司）· 02－272
能代 清：近代函数論（大津賀 信）···· 08－126
日合文雄・柳研二郎：ヒルベルト空間と線型作用素 （安藤 毅） 50－328
樋口禎一・吉永悦男・渡辺公夫：
多変数複素解析入門（卜部東介） 35－276
一松 信：多変数函数論（岩橋亮輔）···· 09－197
一松 信：多変数解析函数論（浅見健夫） 13－190
一松 信：解析学序説（田村二郎）······· 15－247
一松 信：数値計算（高田 勝）·········· 16－184
一松 信：近似式（渋谷政昭）············· 17－062
一松信監訳：数論における未解決問題集 （藤原正彦） 36－183
日野幹雄：スペクトル解析（伊理正夫）· 31－276
平山 諦：和算の誕生（上野健爾） 通1巻2号－062
華 羅 庚：数論導引（江田義計）······· 16－177
福島正俊：ディリクレ形式とマルコフ過程 （西岡国雄） 31－282
福原満洲雄：常微分方程式（南雲道夫）· 06－184
藤井光昭：時系列解析（赤平昌文）······· 32－283
藤野精一編：計算数学ハンドブック （大芝 猛） 32－280
伏見康治：力学（山内恭彦）················ 07－182
堀川穎二：複素代数幾何学入門（今野一宏） 43－282
前田文友：連続幾何学（岩村 聯）······· 05－055
前原昭二：数理論理学序説（小野勝次）· 19－055
前原昭二：数理論理学（花沢正純）······· 29－376
増山元三郎：少数例のまとめ方, 1, 2 （渋谷政昭） 17－062
松島与三：リー環論（杉浦光夫）·········· 11－250
松島与三：多様体入門（大森英樹）······· 17－250
松田道彦：外微分形式の理論（垣江邦夫） 29－175
松村英之：集合論入門（大熊 正）······· 20－117
水本久夫：多様体上の差分法（早原四朗） 26－378
溝畑 茂：偏微分方程式論（田辺広城）· 18－253
溝畑 茂：ルべーグ積分（矢野茂樹）···· 20－058
三村征雄：Hilbert空間論（亀谷俊司）· 02－085
宮沢光一：近代数理統計学通論（森口繁一） 07－126
村杉邦男：結び目理論とその応用（本間龍雄） 47－309
閔 嗣 鶴：数論的方法（江田義計）···· 16－179
茂木 勇・伊藤光弘：微分幾何学とゲージ理論 （大森英樹） 39－374
森本清吾：数論（森 繁雄）················ 06－126
山内二郎・森口繁一・一松 信編：電子計算機の ための数値計算法Ⅰ（宇野利雄） 17－185
山内二郎編：統計数値表，新版（一松 信） 26－274
山内恭彦：廻転群及びその表現論（小谷正雄） 01－231
山内恭彦：物理数学（吉田耕作）·········· 03－251
山内恭彦：物理数学（吉田耕作）·········· 15－189
山内恭彦・杉浦光夫：連続群論入門 （一松 信） 12－251
山口昌哉：非線型現象の数学（増田久弥） 26－287
山口昌哉・野木達夫：ステファン問題 （四ツ谷晶二） 36－086
山崎泰郎：無限次元空間の測度（上巻） （下村宏彰） 32－091
山崎泰郎：無限次元空間の測度（下巻） （下村宏彰） 32－281
山本 拓：経済の時系列分析（岡部靖憲） 41－186
吉江琢児：初等第一階偏微分方程式論 （中野秀五郎） 01－145
吉田耕作：エルゴード諸定理（河田敬義） 01－350
吉田耕作：物理数学概論（加藤敏夫）···· 03－062
吉田耕作：積分方程式論（山内恭彦）···· 03－250
吉田耕作：位相解析Ⅰ（伊藤 清）······· 04－191
吉田耕作：ヒルベルト空間論（三村征雄） 06－055
吉田耕作：微分方程式の解法（南雲道夫） 06－125
吉田耕作：超函数論（一松 信）·········· 09－130
吉田洋一：ルベグ積分入門（亀谷俊司）· 18－184
吉田洋一・赤 摂也：数学序説（岩村 聯） 06－249
和田淳蔵：ノルム環（荷見守助）·········· 22－316
和達三樹：非線形波動（武部尚志）······· 46－080
渡辺信三：確率微分方程式（中尾慎太郎） 29－182
アイゼルマン・ブラヴェルマン・ロゾノエル： パターン認識と学習制御（堀部安一） 32－372
B. H. Arnold（赤 摂也訳）：トポロジー入門 （水野克彦） 17－058
ウイークス（三村 護・入江晴栄訳）： 曲面と
次元多様体を見る-空間の形- （作間 誠）······································ 通2巻2号－087
エビングハウス他（成木勇夫訳）：数（上・下） (H. D. Ebbinghaus：Numbers) （中島匠一）················································· 46－077
S. G. ギンディキン（三浦伸夫訳）：ガウスが 切り開いた道（吉田朋好） 通1巻3号－055
D. E. Knuth著, 島内剛一監訳：The Art of Computer
Programming Vol. 1, 2 (木田祐司)················································· 44－282
D. B. ザギヤー（片山孝次訳）：数論入門 （荒川恒男） 46－083
L. Schwartz（吉田耕作, 渡辺二郎訳）： 物理数学の方法（藤原大輔） 20－187
I. M. シンガー，J. A. ソープ： トポロジーと幾何学入門（鈴木治夫） 30－087
スミルノフ：高等数学教程, 1～12 （一松 信） 17－188
ニッカーソン・スペンサー・スティーンロッド （原田重春・佐藤正次訳）：
現代ベクトル解析（森 毅）················································· 17－183
E.
J. ハナン：時系列解析（藤井光昭）· 28－177
A・ハラナイ：微分方程式（加藤順二）·· 20－188
J. フォン ノイマン：自己増殖オートマトンの 理論（小林孝次郎） 29－087
ブルバキ：数学史（近藤基吉）············· 27－191
ボゴリューボフ・ミトロポリスキー：非線型振動論 （占部 実） 16－123
ボホナー：科学史における数学史 （中村幸四郎） 24－247
ミラー：Lie群と特殊関数（青本和彦）· 28－380
O. A. ラジゼンスカヤ： 非圧縮粘性流の数学的理論（儀我美一） 38－285
E. L. レーマン：ノンパラメトリックス；順位にもとづく統計的方法（白旗慎吾） 32－188
外国語
Robert D. M. Accola：Topics in the Theory of
Riemann Surfaces (木村秀幸) 49－431
J. F. Adams：Lectures on Lie groups (荒木捷朗) 23－071
Colin C. Adams：The Knot Book, An Elementary Introduction
to the Mathematical Theory of Knots (金信泰造)··································· 49－326
L.
V. Ahlfors：Complex analysis (亀谷俊司) 06－122
L.
V. Ahlfors：Complex analysis (亀谷俊司) 21－231
Lars. Ahlfors：Lectures on quasiconformal
mappings (及川広太郎) 19－187
A. C. Aitken：The case against decimalisation (編集部) 15－191
M. Akahira, K. Takeuchi：Asymptotic efficiency of statistical
estimators. Concepts and higher order asymptotic
efficiency (稲垣宣生)···················· 35－093
Masafumi Akahira：The Structure of Asymptotic Deficiency of
Estimators (江口真透)················································· 42－186
M. Akahira, K. Takeuchi：Non–Regular Statistical
Estimation (久保木久孝) 50－102
G. Alexits：Convergence problems of orthogonal series (一松 信) 14－253
S. Amari：Differential–geometrical
methods in statistics (江口真透) 39－181
American Mathematical Society編： Experimental arithmetic high
computing and mathematics (一松 信)················································· 20－062
F. W. Anderson，K. R. Fuller：Rings and categories modules (政池寛三) 29－179
V. I. Arnold：Mathematical methods of classical mechanics (青本和彦) 30－172
V. I. Arnold：Geometrical methods in the theory of
ordinary differential equations
(宇敷重広)················································· 37－287
V. I. Arnol'd：Ordinary Differential
Equations (伊藤秀一) 46－082
E. Artin：Geometric algebra
(彌永昌吉・玉河恒夫) 11－124
M. Aschbacher：Finite group theory (五味健作) 40－273
K. B. Athreya & P. E. Ney：
Branching processes (田中健一) 27－184
M. Atiyah：
–Theory (吉村善一)······· 21－306
L. Auslander：Differential geometry
(茂木 勇) 21－154
Y. Bar–Hillel (editor)：Mathematical logic and
foundations of set theory (福山 克) 24－250
W. Barth, C. Peters, A. Van de Ven： Complex analytic surfaces (宮岡洋一) 37－285
T. Bartoszyński, H. Judah：Set Theory, On The structure of the real
line (加茂静夫)················································· 50－320
J. Barwise：Admissible sets and
structures (篠田寿一) 31－183
J. Barwise, S. Feferman (Ed.)：Model–theoretic logics (坪井明人) 40－089
N. K. Bary：A treatise of trigonometric
series, 1, 2 (矢野茂樹) 18－186
H. Bass：Algebraic K–theory (大林忠夫) 23－072
D. Bättig, H. Knörrer：Singularitäten (卜部東介) 47－419
Alan F. Beardon：Iteration of Rational Functions (宇敷重広) 45－283
E. F. Beckenbach編：Applied combinatorial
mathematics (一松 信) 17－252
E. F. Beckenbach-R. Bellman： Inequalities (一松 信) 14－251
J. L. Bell & A. B. Slomson：Models and ultraproducts:
An introduction (上江洲忠弘) 23－236
R. Bellman：Stability theory of
differential equations (南雲道夫) 08－182
R. Bellman-K. L. Cooke：Differential–difference
equations (杉山昌平) 15－241
R. Benedetti & J. J. Risler：Real algebraic and semi–algebraic
sets (塩田昌弘) 43－281
A. Bensoussan, J. L. Lions and
G.Papanicolaou：Asymptotic analysis for periodic structures (渡辺二郎)················································· 33－093
C. Berge：Topological spaces (洲之内治男) 17－056
J. O. Berger：Statistical decision
theory (篠崎信雄) 34－185
S. Bergman：The kernel function and conformal mapping (一松 信) 04－107
P. Bernays-A. A. Fraenkel：
Axiomatic set theory (近藤基吉) 12－128
A. L. Besse：Manifolds all of whose
geodesics are closed (中川久雄) 01－378
L. Besse：Einstein manifolds (二木昭人) 40－187
P. Billingsley：Ergodic theory and
information (久保 泉) 24－249
G. Birkhoff：Lattice theory，revised edition (岩村 聯) 02－373
G. Birkhoff-S. MacLane：A survey of modern algebra (稲葉栄次) 06－181
B. L. Bishop-R. J. Crittenden：Geometry of manifolds (塚本陽太郎) 18－058
E. Bishop：Foundations of constructive analysis (近藤基吉) 28－275
B. Blackadar：
–Theory for Operator Algebras (中神祥臣) 41－279
R. M. Blumenthal-R. K. Getoor：Markov processes and
potential theory (神田 護)················································· 22－236
R. P. Boas, Jr.：Entire functions (石川 修) 11－119
R. P. Boas and R. C. Buck：Polynomial expansions of
analytic functions (樽本浩一)················································· 17－058
Salomon Bochner：The role of mathematics in the rise of science
(竹内 啓) 20－248
S. Bochner-K. Chandrasckharan：Fourier transforms (河田竜夫) 08－246
S. Bochner-W. T. Martin：Several complex variables (一松 信) 02－269
F. F. Bonsall，J. Duncan：Complete normed algebras (和田淳蔵) 28－277
A. Borel：Introduction aux groupes arithmetiques (田坂隆士) 23－314
A. Borel：Linear algebraic groups
(阿部英一) 24－348
A. Borel et al.：Seminar on algebraic groups and related finite groups (岩堀長慶) 24－338
A. Borovik, A. Nesin：Groups of Finite Morley Rank
(田中克己) 48－097
S. Bosch, W. Lütkebohmert, M. Raynaud： Néron Models (斎藤政彦) 48－071
N. Bourbaki：Théorie des ensembles, Chap. Ⅰ, Ⅱ (赤 摂也) 07－050
N. Bourbaki：Algèbre. Chap. Ⅵ，Ⅶ (岩堀長慶) 07－178
N. Bourbaki：Topologie générale (森 毅) 13－176
N. Bourbaki：Groupes et algèbres de Lie, Chapitre Algèbre de Lie (岩堀長慶) 13－180
N. Bourbaki：Variétés différentielles et
analytiques, Ⅰ (一松 信) 21－316
N. Bourbaki：Variétés différentielles et
analytiques，Ⅱ (一松 信) 26－086
O. Bratteli, D. W. Robinson：Operator algebras and quantum
statistical mechanics Ⅰ (岸本晶孝)················································· 33－285
David M. Bressoud：Factrization and Primality Testing (和田秀男) 45－181
H. Breuer：Dictionary for computer
languages
(一松 信) 20－115
H. Brézis：Opérateurs maximaux
monotones et semigroupes de
contractions dans les espaces de Hilbert (小西芳雄)················································· 26－278
D. S. Bridges：Constructive functional
analysis (近藤基吾) 32－374
F. E. Browder編：Mathematical developments
arising from Hilbert problems
(一松 信)················································· 32－373
I. Bucur and A. Deleanu：Introduction to the theory of
categories and functors (服部 昭)················································· 22－231
A. Buium：Differential Algebraic Groups
of Finite Dimension (梅村 浩) 46－085
R. B. Burckel：Characterizations of 
among its subalgebras (荷見守助) 26－285
G. Burde, H. Zieschang：Knots (村上 斉) 39－378
M. Burrow：Representation theory of
finite groups (大島 勝) 19－056
H. Busemann編：Advances in mathematics，1 (一松 信) 18－127
P. Buser：Geometry and Specrta of
Compact Riemann Surfaces (中西敏浩) 50－317
P. Caraman：Homeomorfism cvasiconfome 
–dimensionale (一松 信) 23－065
C. Carathéodory：Funktionentheorie
(亀谷俊司) 03－244
C. Carathéodory：Calculus of variations and
partial differential equations of the first order (小松勇作)················································· 21－153
L. Carleson, T. W. Gamelin：COMPLEX DYNAMICS (木坂正史) 50－432
R. W. Carroll：Abstract methods in partial
differential equations (田辺広城) 25－189
H. Cartan：Théorie élémentaire des
fonctions analytiques d'une ou plusieurs variables complexes (一松 信)················································· 14－063
Séminaire H. Cartan 1960/61：Familles d'espaces complexes
et fondements de la géométrie analytique (岩橋亮輔)················································· 16－251
H. Cartan-S. Eilenberg：Homological algebra (D. Zelinsky) 08－185
M. L. Cartwright：Integral functions
(石川 修) 11－119
T. E. Cecil：Lie Sphere Geometry (宮岡礼子) 46－087
N. N. Čencov：Statistical decision rules
and optimal inference (甘利俊一) 36－187
K. Chandrasekharan：Introduction to analytic
number theory (竜沢周雄) 22－233
F. Chatelin：Spectral approximation of
linear operators (石原和夫) 38－085
A. W. Chatters & C. R. Hajarnavis： Rings
with chain conditions (岩永恭雄) 34－283
Isaac Chavel：Riemannian Geometry: A
Modern Introduction (武藤秀夫) 49－437
G. Chavent, J. Jaffre：Mathematical models and finite elements for reservoir simulation (友枝謙二)················································· 40－282
J. Cheeger，D. G. Ebin：Comparison theorems in Riemannian geometry (中川久雄) 29－180
B.–Y. Chen：Geometry of
submanifolds (劔持勝衛) 28－283
S. S. Chern：Complex manifolds without potential theory (一松 信) 21－300
C. Chevalley：Theory of Lie groups I (後藤守邦) 02－079
C. Chevalley：Théorie des groupe de Lie
II (岩堀長慶) 05－115
C. Chevalley：Algebraic theory of
spinors
(玉河恒夫) 06－048
C. Chevalley：Introduction to the theory
of algebraic functions of one variable (中山 正)················································· 06－050
C. Chevalley：The construction and study
of certain important algebras (岩堀長慶) 09－255
Séminair Chevalley：Classification des groupes
de Lie algébriques (阿部英一) 15－238
W. G. Chinn and N. E. Steenrod：First concepts of topology (一松 信) 20－062
G. Choquet：Topology (竹之内 脩)···· 21－305
K. L. Chung：Markov chains with
stationary transition probabilities (渡辺寿夫) 14－052
R. F. Churchhouse-J. C. Herz編：Computers in mathematical
research (一松 信) 21－301
P. G. Ciarlet：The finite element method
for elliptic problems (菊地文雄) 35－186
P. G. Ciarlet and J. L. Lions：editors： Handbook of Numerical Analysis, Vol. Ⅱ Finite Element Methods
(Part 1) (土屋卓也)··································· 46－073
P. G. Ciarlet：Introduction to Numerical
Linear Algebra and Optimisation (三井斌友) 48－076
A. H. Clifford-G. B. Preston：The algebraic theory of semigroups (田村孝行) 15－181
A. H. Clifford，G. B. Preston：The algebraic theory of semigroups (田村孝行) 21－314
P. J. Cohen：Sets theory and the
continuum hypeothesis (難波完爾) 21－150
L. Collatz：Differentialgleichungen für Ingenieure (古屋 茂) 14－125
L. Collatz：Funktionalanalysis und
numerische Mathematik (藤田 宏) 17－117
L. Collatz & W. Wetterling：Optimierungsaufgaben (杉山昌平) 21－235
P. Conner and E. Floyd：Differentiable periodic maps (内田伏一) 24－339
A. Connes：Noncommutative Geometry (河東泰之) 49－217
C. Constantinescu-A. Cornea：Ideale Ränder Riemannscher
Flächen (中井三留) 16－245
Constantinescu-Cornea：Potential theory of harmonic
spaces (池上輝男) 29－084
J. H. Conway：On numbers and games (山崎洋平) 31－377
J. H. Conway, R. T. Curtis, S. T. Norton,
R. A. Parker, R. A. Wilson：Atlas of finite groups (吉田知行)················································· 39－185
L. Corwin, F. P. Greenleaf：Representations of nilpotent
Lie groups and their applications, Part Ⅰ (井上順子)················································· 49－107
R. Courant：Dirichlet's principle,
conformal mapping, and minimal surfaces
(小松勇作)················································· 04－109
H. Cramér：Mathematical methods of
statistics (河田敬義) 03－060
H. Cramér-M. R. Leadbetter：Stationary and related
stochastic processes (飛田武幸) 20－250
Richard H. Crowell-Ralph H. Fox： Introduction to knot theory (野口 広) 17－053
C. W. Curtis-I. Reiner：Representation theory of
finite groups and associative algebras (大島 勝) ················································· 16－172
H. L. Cycon, R. G. Froese, W. Kirsch,
B. Simon：Schrödinger operators―With Applications to Quantum
Mechanics and Global Geometry (中村 周)······· 43－375
I. Daubechies：Ten Lectures on
Wavelets (守本 晃) 47－085
M. Davis：Computability and
unsolvability (田中尚夫) 20－253
M. de Guzmán：Real variable methods and
Fourier analysis (矢野茂樹) 36－186
G. de Rham：Variétés différentiables (一松 信) 07－171
C. Dellacherie et P. A. Meyer：Probabilités et potentiel,
théorie des martingales
(風巻紀彦)················································· 33－378
P. Dembowski：Finite geometries
(一松 信) 21－303
J. Dénes and A. D. Keedwell：Latin squares and their applications (山本幸一) 28－380
U. Dierkes, S. Hildebrandt, A. Küster
and O. Wohlrab：Minimal Surfaces Ⅱ, Boundary Regularity (石村直之)················································· 47－087
J. Dieudonné：Sur les groupes
classiques (服部 昭) 04－112
J. Dieudonné：La géométrie des groupes
classiques (小野 孝) 09－128
J. Dieudonné：Foundation of modern analysis (矢野茂樹) 17－122
V. A. Ditkin-A. P. Prudnikov：Operational calculus in two
variables and its applications (一松 信)················································· 14－254
J. Dixmier：Les algèbres d'opérateurs
dans l'espace Hilbertien (竹之内 脩) 26－372
J. Dixmier：Les 
–algèbres et leurs représentations (竹之内 脩) 26－374
V. Dlab and P. Gabriel： Representation theory (太刀川弘幸他) 34－375
L. Dornhoff：Group representation
theory (光 道隆) 27－278
F. R. Drake：Set theory (高橋元男)···· 29－378
B. A. Dubrovin, A. T. Fomenko, S. P.
Novikov：Modern geometry Ⅰ, Ⅱ (森本明彦) 40－366
N. Dunford-J. T. Schwartz (with the assistance of W. Bade-R. G.
Bartle)： Linear operators, PartⅠ (吉田耕作)················································· 12－065
N. Dunford-J. T. Schwartz：
Linear operators, PartⅡ (SIRS) 18－123
P. L. Duren：Theory of 
–spaces (中村吉邑・柳原二郎) 28－184
G. Duvaut, J. L. Lions：Inequalities in mechanics and physics (小西芳雄) 38－378
R. E. Edwards & G. I. Gaudry：Littlewood-Paley and
multiplier theory (宮地晶彦) 31－280
B. Efron：The Jackknife, the Bootstrap
and Other Resampling Plans (田栗正章・汪金芳)················································· 45－090
L. Ehrenpreis：Fourier analysis in several
complex variables (河合隆裕) 24－152
M. Eichler：Quadratische Formen und
orthogonale Gruppen (小野 孝) 09－249
S. Eilenberg-N. Steenrod：Foundations of algebraic
topology (中岡 稔) 05－250
F. El Zein：Introduction à la théorie de
Hodge mixte (臼井三平) 48－202
C. J. Elieser： Concise vector
analysis (編集部) 15－191
R. Engelking：General Topology (Revised
and completed edition) (大田春外) 46－369
G. Faltings：Lectures on the Arithmetic
Riemann-Roch Theorem (小林亮一) 47－088
V. V. Fedorchuk, A. Ch. Chigogidze：Absolute Retracts and
infinite dimensional manifolds (寺田敏司・津田光一)················································· 48－432
R. P. Feinerman and D. J. Newman： Polynomial approximation (鈴木義也) 30－084
W. Feit： Character of finite groups (永尾 汎) 21－156
A. A. Fel'dbaum：Optimum control systems (杉山昌平) 19－121
J. M. G. Fell-R. S. Doran：Representations of 
–Algebras, Locally Compact Groups and Banach 
–Algebraic Bundles, Ⅰ,Ⅱ
(山上 滋)··································· 41－274
W. Feller：An introduction to
probability theory and its applications (丸山儀四郎) 05－053
W. Feller：An introduction to
probability theory and its applications, Ⅰ,Ⅱ (丸山儀四郎) 19－062
J. F. Fenstad，P. G. Hinman編：Generalized recursion theory
(田中尚夫) 28－273
T. S. Ferguson：Mathematical statistics： A decision theoretic
approach (工藤弘吉)················································· 27－285
S. E. Fienberg and D. V. Hinkley編：R. A. Fisher: An
appreciation (竹内 啓) 33－373
Herbert Fleischer：Eulerian Graphs and Related Topics, Part Ⅰ, Vol. 1 & 2 (土屋守正)················································· 44－365
K. W. Folley編：Semigroups (田村孝行) 23－311
A. P. Fordy, J. C. Wood (Eds)：Harmonic Maps and Integral
Systems (浦川 肇) 48－204
O. Forster：Lecture on Riemann
surfaces (栗林暲和) 38－091
Forsythe, G. E. -W. R. Wasow：Finite–difference methods
for partial differential equations
(山口昌哉)················································· 20－241
D. S. Freed & K. K. Uhlenbeck：Instantons and four–manifolds (伊藤光弘) 39－370
M. Freidlin：Functional integration and partial differential
equations (成田清正) 40－365
Frekel-Lepowski-Mourman：Vertex operator algebras and
the Monster (原田耕一郎) 43－177
Peter Freyd：Abelian catagories (服部 昭) 17－174
L. Fuchs：Abelian groups (本田欣哉)·· 12－245
L. Fuchs他編：Proceedings of the
colloquium on Abelian groups (本田欣哉) 18－053
H. Fujimoto：Value Distribution Theory of
the Gauss Map of Minimal Surfaces in 
(野口潤次郎)················································· 48－215
T. Fujita：Classification Theories of
Polarized Varieties (杉江 徹) 44－088
M. Fukushima：Dirichlet forms and Markov
processes (長井英生) 36－082
W. Fulton：Intersection theory (宮西正宜) 39－186
W. Fulton：Introduction to Toric
Varieties (石田正典) 48－091
A. Futaki：Kaehler-Einstein Metrics and
Integral Invariants (小磯憲史) 41－283
S. A. Gaal：Linear analysis and
representation theory (和田淳蔵) 27－283
F. D. Gakhov (I. N. Sneddon英訳)： Boundary value problems (熊ノ郷 準) 19－188
T. W. Gamelin： Uniform
algebras (和田淳蔵) 26－189
H. h. Garabedian編：
Approximation of functions (一松 信) 18－060
L. Garding：Encounter with
mathematics (吉川 敦) 31－178
S. B. Garnett：Bounded analytic
functions (林 実樹広) 35－089
A. Gelbart編：Some recent advances in the basic sciences (一松 信) 21－301
B. R. Gelbaum-J. M. H. Olmstead：Counterexamples in analysis
(一松 信) 17－061
I. M. Gel'fand-M. I. Graev-N. Ya.
Vilenkin：Generalized functions (編集部) 19－128
I. M. Gel'fand, M. I. Graev, I. I.
Pyatetskii-Shapiro：表現論と保型函数 (折原明夫) 23－065
Ya. L. Geronimus：Polynomials orthogonal on a
circle and interval (一松 信) 14－253
J. K. Ghosh(ed.)：Statistical Information and
Likelihood : A Collection of Critical Essays by Dr. D. Basu (草間時武)················································· 42－184
V. Gillemin and S. Sternberg： Deformation theory of pseudogroup
structures (松田道彦)················································· 23－235
A. Ginzburg：Algebraic theory of automata (寺田文行) 23－077
Jean-Yves Girard：Proofs and Types (八杉満利子) 43－181
J. Glimm and A. Jaffe：Quantum physics —–A functional integral
point of view—– (荒木不二洋)················································· 35－091
R. Glowinski, J. L. Lions, R. Trémolères： Analyse numérique des inéquations variationelles, Tome 1,
Tome 2 (牛島照夫)··································· 32－088
B. V. Gnedenko-A. N. Kolmogorov：Limit distributions for sums
of independent random variables (国沢清典)················································· 08－187
C. Godbillon：Feuilletages, Études géométriques (西森敏之) 46－071
R. Godement：Topologie algébrique et théorie des
faisceaux (服部晶夫) 12－253
I. C. Gohberg and M. G. Krein：Theory and applications of
Volterra operators in Hilbert
space (小谷眞一)················································· 30－164
S. I. Goldberg：Curvature and homology (小畠守生) 16－170
S. W. Golomb：Polyo!minoes (一松 信) 20－245
Golubisky-Gullemin：Stable mappings and their
singularities (福田拓生) 30－089
R. L. Goodstein：Fundamental concepts of
mathematics (赤 摂也) 15－128
D. Gorenstien：Finite groups (都筑俊郎) 22－317
M. Goresky, R. Macpherson： Stratified
Morse Theory (藤木 明) 48－073
M. Goto & F. D. Grosshans：Semisimple Lie algebra (江口正晃) 37－183
W. H. Gottschalk-G. A. Hedlund：Topological dynamics (佐伯卓也) 10－054
S. H. Gould：A manual for translators of
mathematical russian (一松 信) 19－191
S. H. Gould-P. E. Obreanu：Romanian– English dictionary and
grammar for the mathematical sciences (一松 信)················································· 20－124
I. S. Gradshteyn-I. M. Ryzhik：
Table of Integrals, Series and Products (一松 信)················································· 18－255
H. Grauert・R. Remmert：Analytishe Stellenalgebren
(木村郁雄)
28－284
P. Griffiths & J. Morgan：Rational homotopy theory and
differential forms (森田茂之) 35－091
G. W. Grimmett：Percolation (樋口保成) 46－079
M. Gromov：Structures métriques pour
les variétés riemanniennes (酒井 隆) 37－088
V. Guillemin, S. Sternberg：Symplectic techniques in
physics (三上健太郎) 37－284
P. C. Gunning：Lectures on Riemann surfaces
(一松 信) 19－118
R. C. Gunning-H. Rossi：Analytic functions of
several complex variables (一松 信) 17－120
R. K. Guy：Unsolved problems in number theory (藤原正彦) 36－183
Rudolf Haag：Local Quantum Physics (Fields,
Particles, Algebras) (荒木不二洋) 45－285
S. J. Haberman：The analysis of frequency data (伊藤孝一) 29－189
H. Halberstam and H. E. Richert： Sieve
methods (本橋洋一) 31－179
M. Hall, Jr.：
The theory of groups (永尾 汎) 14－185
P. Hall-C. C. Heyde：Martingale limit theory and
its applications (吉原健一) 34－379
Peter Hall：The Bootstrap and Edgeworth
Expansion (汪金芳・田栗正章) 44－371
P. R. Halmos：Measure theory (亀谷俊司) 03－245
P. R. Halmos：Introduction to Hilbert
space and the theory of
spectral multiplicity
(伊藤隆司)················································· 07－050
P. R. Halmos：Lectures on ergodic
theory (伊藤清三) 12－254
F. Harary：Graph theory (一松 信)··· 23－069
G. H. Hardy：Divergent series (松山 昇) 09－056
T. E. Harris：Theory of branching
processes (本尾 実) 17－053
W. A. Harris，Jr. and Y. Sibuya編： Proceedings United States-Japan seminar on differential and
functional equations (一松 信)··································· 21－317
Z. Harris：Mathematical structures on
language (野崎昭弘) 24－080
R. Hartshorne：Algebraic geometry
(丸山正樹) 31－184
H. Hasse：Vorlesungen über
Zahlentheorie (末綱恕一) 03－056
H. Hasse：Über die Klassenzahl
abelscher Zahlkörper (黒田成勝) 04－250
H. Hasse：Mathematik als Wissenschaft
Kunst und Macht (末綱恕一) 05－185
M. Hasumi：Hardy classes on infinitely
connected Riemann surfaces (林 実樹広) 37－187
T. Hawkins：Lebesgue's theory of
integration (村田 全) 26－085
W. K. Hayman：Subharmonic Functions, Vol. 2 (相川弘明) 43－283
G. Heckman, H. Schlichtkrull：Harmonic Analysis and
Special Functions on Symmetric Spaces (示野信一)················································· 49－332
G. Hecor, U. Hirsch：Introduction to the geometry of foliations (稲葉尚志) 39－376
M. Heins：Selected topics in the
classical theory of functions of a complex variable
(一松 信)················································· 14－121
M. Heins：Complex function theory (亀谷俊司) 24－342
S. Helgason：Differential geometry and
symmetric spaces (杉浦光夫) 15－252
S. Helgason：Groups and geometric
analysis, integral geometry, invariant differential operators, and spherical
functions (河添 健)··································· 39－375
L. L. Helms：Introductions to potential
theory (二宮信幸) 26－184
D. R. Henney編：Open questions in mathematics (一松 信) 33－090
Peter Henrici：Discrete variable methods in
ordinary differential equations (一松 信)················································· 17－114
Peter Henrici：Error propagation for difference methods (一松 信) 17－114
Peter Henrici：Elements of numerical
analysis (一松 信) 17－114
P. Henrici：Applied and computational complex analysis (一松 信) 30－168
H. Hermes：Einführung in die mathematische Logik (前原昭二) 17－249
M. Hervé：Several complex variables, local theory (一松 信) 16－186
E. Hewitt-K. Stromberg：Real and abstract analysis (伊藤清三) 19－125
T. Hida：Brownian motion (竹中茂夫) 36－285
E. Hille：Functional analysis and semigroups (吉田耕作) 02－372
E. Hille：Analytic function theory Ⅰ, Ⅱ
(一松 信) 14－123
P. J. Hilton：An introduction to homotopy theory (高橋典大) 08－056
P. J. Hilton-S. Wylie：Homology theory, an
introduction to algebraic topology
(中岡 稔)················································· 14－121
F. Hirzebruch：Garben—–und Cohomologie—–theorie
(一松 信) 09－194
F. Hirzebruch：Neue topologische Methoden
in der algebraischen Geometrie (中野茂男) 10－193
G. Hochschild： The structure of Lie groups (須藤真樹) 18－249
G. Hochschild：Introductions to affine algebraic groups (土井幸雄) 26－187
G. P. Hochschild：Basic theory of algebraic
groups and Lie algebras
(阿部英一，土井幸雄，竹内光弘)················································· 35－182
K. Hoffman：Banach spaces of analytic
functions (和田淳蔵) 17－115
K. H. Hofmann，P. S. Mostert：Elements of compact
semigroups (田村孝行) 21－313
R. Honsberger：Mathematical gems，Ⅰ，Ⅱ
(一松 信) 30－166
Lars Hörmander：An introduction to complex
analysis in several variables (梶原壤二) 19－060
L. Hörmander：The analysis of linear
partial differential operators Ⅰ, Ⅱ (北田 均) 38－090
Wu Yi Hsiang：Cohomology theory of topological transformation groups (吉田朋好)················································· 30－372
S. T. Hu：Homotopy theory (島田信夫) 13－184
S. T. Hu：Homology theory (白岩謙一) 20－122
L. K. Hua：Additive
Primzahltheorie (竜沢周雄) 16－179
L. K. Hua：Abschätzungen von Exponentialsummen und ihre Anwendung in den Zahlentheorie (竜沢周雄)················································· 16－179
Hua Loo Keng (華羅庚) & Wang Yuan (王元)：Applications of number
theory to numerical analysis (鹿野 健)················································· 35－187
J. F. P. Hudson：Piecewise linear
topology (福田征子) 23－075
M. Hukuhara-T. Kimura-Mme T.
Matuda：Équations
différentielles ordinaires du premier order dans le champ complexe (齋藤利彌)··································· 13－186
J. E. Humphreys：Linear algebraic groups (阿部英一，土井幸雄，竹内光弘) 35－182
W. Hurewicz-H. Wallman：Dimension theory (森田紀一・入江昭二) 02－183
D. Husemoller：Fibre bundles (鈴木治夫) 21－067
D. Husemoller：Fibre bundles，2nd ed. (北田泰彦) 29－176
Roudolph C. Hwa-Vigdor L. Teplitz：Homology Feynman Integrals (荒木不二洋) 20－183
H. Komatsu (ed.)：Hyperfunctions and pseudodifferential
equations (三輪哲二) 26－281
I. A. Ibragimov-Y. A. Rozanov：Gaussian random processes (野本久夫) 33－377
S. Iitaka：Algebraic geometry (安藤哲哉) 40－272
N. Ikeda, S. Watanabe：Stochastic differential
equations and diffusion processes (本尾 実)················································· 35－381
M. Iri：Network，flow，transportation and scheduling (一松 信) 23－070
K. Itô：Foundations of stochastic
differential equations in infinite dimensional spaces (渡辺信三)················································· 39－182
K. Itô and H. P. McKean，Jr.：Diffusion processes and their sample paths (渡辺信三)················································· 23－068
N. Jacobson：The theory of rings (浅野啓三) 03－058
N. Jacobson：Structure of rings (都筑俊郎) 09－253
N. Jacobson：PI–algebras (大堀正幸)· 30－286
H. Jacquet，R. P. Langlands：Automorphic forms on 
(川中宣明) 23－316
James P. Jans：Rings and homology
(太刀川弘幸) 17－179
M. Jarnicki, P. Pflug：Invariant Distances and
Metrics in Complex Analysis (東川和夫) 48－436
B. Jawerth & M. Milman：Extrapolation theory with applications (曽布川拓也) 46－366
T. J. Jech：The axiom of choice (塚田信高) 28－285
T. Jech：Set theory (難波完爾)·········· 33－188
T. Jech：Multiple forcing (加茂静夫)·· 40－277
A. Jeffrey and T. Kawahara：Asymptotic methods in
nonlinear wave theory (西本敏彦) 36－374
C. U. Jensen & H. Lenzing：Model Theoretic Algebra (坪井明人) 43－186
K. K. Jensen, K. Thomsen：Elements of 
-Theory (夏目利一) 48－217
P. E. T. Jorgensen：Operators and representation theory (岸本晶孝) 41－278
R. V. Kadison-J. R. Ringrose：Fundamentals of the theory
of operator algebras Vol. I (竹崎正道)················································· 37－180
J.–P. Kahane：Some random series of functions (猪狩 惺) 24－156
J. P. Kahne：Some random series of
functions (佐藤 坦) 40－276
G. Kallianpur：Stochastic filtering
theory (飛田武幸) 34－184
A. Kanamori：The Higher Infinite
(渕野 昌) 48－085
S. Kaneyuki：Homogeneous bounded domains
and Siegel domains (児玉秋雄) 36－370
L. V. Kantorovich-V. I. Krylov：Approximate methods of
higher analysis (井上正雄) 16－176
I. Kaplansky：Infinite abelian groups
(伊藤 昇) 08－124
I. Kaplansky：An introduction to
differential algebra (小野 孝) 10－056
S. Karlin：A first course in stochastic
processes (白尾恒吉) 21－157
T. Kato：Perturbation theory for
linear operators
(増田久弥) 21－148
T. Kato：A short introduction to
perturbation theory for linear operators (望月 清) 36－375
N. Katz, B. Mazur：Arithmetic Moduli of Elliptic curves (百瀬文之) 44－370
Y. Katznelson：An introduction to harmonic
analysis (猪狩 惺) 21－308
T. Kawata：Fourier analysis of
stochastic processes (河野敬雄) 38－092
S. Kechris：Classical Descriptive Set
Theory, With 34 Illustrations (田中尚夫) 50－108
H. J. Keisler：Model theory for infinitary
logic (本橋信義) 26－191
J. L. Kelley：General topology (長田潤一) 08－183
J. G. Kemeny編：New directions in
mathematics (山室定行) 16－171
J. G. Kemeny，J. L. Snell，A. W. Knapp：Denumerable Markov chains (渡辺寿夫)················································· 21－076
G. R. Kempf：Complex Abelian Varieties
and Theta Functions (露峰茂明) 46－373
C. E. Kenig：Harmonic Analysis Techniques
for Second Order Elliptic Boundary Value Problems (金子 誠)················································· 48－105
B. Kerékjártó：Les fondaments de la géométrie
(編集部) 19－056
A. N. Khovanskii (P. Wynn英訳)： The application of continued
fractions and their generalizations to problems in approximation theory (一松 信) 20－116
紀 晃子，J. Myhill，R. Vesley編：Intuitionism and proof theory (白井古希男) 24－245
A. A. Kirillov：Elements of the theory of
representations (梶原 毅) 38－283
W. Klingenberg：Eine Vorlesung über
Differentialgeometrie (荻上紘一) 28－379
Klingenberg：Lectures on closed
geodesics
(田中 実) 32－089
Anthony W. Knapp：Representation theory of
semisimple groups —–An overview based on
examples—– (西山 享)················································· 44－183
A. W. Knapp：Lie Groups, Lie Algebras,
and Cohomology (内藤 聡) 44－280
D. E. Knuth：Surreal numbers (有沢 誠) 31－279
S. Kobayashi：Hyperbolic manifold and
holomorphic mappings (樋口禎一) 24－347
S. Kobayashi：Transformation groups in
differential geometry (落合卓四郎) 27－188
S. Kobayashi，K. Nomizu：Foundations of differential
geometry (荻上紘一) 23－308
S. Kobayashi, H. Wu, C. Horst：Complex differential geometry
(満渕俊樹)
38－187
N. Koblitz：
–adic numbers, 
–adic analysis, and zeta–functions (森田康夫) 37－378
P. Koosis：The logarithmic integral Ⅰ・Ⅱ
(中路貴彦) 48－207
C. Kosniowski：Actions of finite abelian
groups (内田伏一) 30－375
J. L. Koszul：Exposés sur les espaces homogénes symétriques (松島与三) 14－124
Hans-Joachim Kowalsky：Topological Spaces (竹之内 脩) 17－182
I. Kra：Automorphic forms and
Kleinian groups (山本博夫) 28－182
S. G. Krein：Linear differential
equations in Banach space (大内 忠) 23－315
H. Kumano–go：Pseudo–differential
operators (井川 満) 35－274
Kunen：Set theory―An introduction to
independence proofs (花沢正純) 37－283
K. Kunen, J. E. Vaughan (eds. )：Handbook of set–theoretic
topology (玉野研一) 40－185
H. Kunita：Stochastic flows and
applications (藤原 司) 40－281
H. P. Künzi-A. Pfluger編：Festband zum 70. Geburtstag
von Rolf Nevanlinna
(一松 信)················································· 20－189
C. Kuratowski：Topologie Ⅱ (近藤基吉) 05－196
K. Kuratowski：Topology, Ⅰ (近藤基吉) 20－123
S. Kuroda編：The collected papers of
Teiji Takagi (竜沢周雄) 27－379
Yu. A. Kutoyants：Parameter estimation for
stochastic processes (稲垣宣生) 43－183
J. P. LaSalle-S. Lefschetz：International symposium on
nonlinear differential equations and nonlinear mechanics (占部 実)······································· 15－240
I. Lakatos編：Problems in the philosophy
of mathematics (村田 全) 21－229
C. Lanczos：Discourse on Fourier
series (一松 信) 18－185
S. Lang：Introduction to algebraic
geometry (森川 寿) 14－191
S. Lang：Introduction to differentiable
manifolds (志賀浩二) 18－187
S. Lang：Algebra (服部 昭)··············· 18－251
S. Lang：Rapport sur la cohomologie
des groupes (服部 昭) 21－299
S. Lang：Cyclotomic fields (工藤愛知) 33－092
D. Laugwitz：Differentialgeometrie (長野 正) 14－125
D. Laugwitz：Differentialgeometrie
(小畠守生) 17－249
M. A. Lavrent'ev：Variational methods for
boundary value problems for systems of elliptic equations (及川広太郎)················································· 16－254
L. Le Cam：Asymptotic Methods in
Statistical Decision Theory (山田作太郎・鈴木 武) 43－184
J. Leech編：Computational problems in
abstract algebra (田村孝行) 23－309
E. L. Lehmann：Theory of Point
Estimation (三田晴義) 41－282
J. Lehner：Discontinuous group and
automorphic functions (根本精司) 18－120
G. M. Leibowitz：Lectures on complex function
algebras (富山 淳) 28－173
C. G. Lekkerkerker：Geometry of numbers (内山三郎) 23－313
P. Lévy：Processus stochastiques et
mouvement Brownien (伊藤 清) 05－114
André Lichnerowicz：Théorie globale des
connexions et des groupes d'holonomie
(尾関英樹)················································· 11－055
Séminaire Sophus Lie (1954/1955)：Théorie des algèbres de Lie,
Topologie des groupes de Lie (杉浦光夫)················································· 11－053
D. V. Lindley：Introduction to probability
and statistics (竹内 啓) 17－254
Yu. V. Linnik (S. J. Taylor英訳)：Decomposition of probability
distributions (河田竜夫) 21－069
J. L. Lions：Equations différentielles opérationnels
et problèmes aux limites (田辺広城)················································· 15－243
J. L. Lions：Contrôle optimal de systèmes
gouvernés par des équations aux dérivées partielles (�岡邦夫)················································· 22－154
J. L. Lions and E. Magenes：Problèmes aux limites non
homogènes et applications Ⅰ，Ⅱ (藤原大輔)················································· 23－158
J. E. Littlewood：Lecture on the theory of
function (Y. K. ) 02－368
C. L. Liu：Introduction to
combinatorial mathematics (一松 信) 21－304
C. Livingston：Knot Theory, The Carus
Mathematical Monographs Number 24 (中西康剛)················································· 50－219
G. G. Lorentz：Approximation of functions (鈴木義也) 23－157
Jan Lukasiewicz：Elements of mathematical
logic (中村幸四郎) 17－248
Y. L. Luke：The special functions and
their approximations (一松 信) 22－317
A. T. Lundell and S. Weingram：The topology of CW complexes (宮崎 宏) 24－343
G. Lusztig：Introduction to Quantum
Groups (谷崎俊之) 47－199
W. Maak：Fastperiodische
Funktionen (宇沢弘文) 04－252
N. Madras, G. Slade：The Self–Avoiding Walk (服部哲弥) 47－311
W. Magnus-F. Oberhettinger-R. P. Soni：Formulas and theorems for
the special functions of mathematical physics (一松 信)··································· 20－061
B. Malgrange：Ideals of differentiable
functions (岩橋亮輔) 21－153
J. Malitz：Introduction to mathematical
logic (本橋信義) 33－188
B. B. Mandelbrot：Fractals：forms chance，and dimension (一松 信) 30－169
Jerome H. Manheim：The genesis of point set topology
(河野伊三郎) 17－181
H. B. Mann編：Error correcting codes (一松 信) 22－232
K. V. Mardia, J. T. Kent, J. M. Bibby：Multivariate analysis (早川 毅) 34－280
A. W. Marshall-I. Olkin：Inequalities：Theory of majorization and
its applications
(安藤 毅)················································· 33－375
V. P. Maslov：The complex WKB Method for
Nonlinear Equations Ⅰ. Linear Theory (内山康一)················································· 50－100
M. Matsuda：First order algebraic
differential equations (西岡啓二) 37－086
J.–L. Mauclaire：Intégration et théorie des
nombres (釜江哲朗) 40－275
G. Maury et J. Raynaud：Ordres maximaux au sens de
K. Asano (丸林英俊) 34－090
D. McDuff, D. Salamon：
–holomorphic Curves and Quantum Cohomology (高倉 樹) 50－104
M. Métivier, J. Pellaumail：Stochastic integration (塩田安信) 37－188
P.–A. Meyer：Probabilités et potentiel； Probability and potentials (本尾 実) 21－156
Y. Meyer：Ondelettes et Opérateurs Ⅰ, Ⅱ, Ⅲ (内山明人) 45－183
S. G. Mikhlin：Variational methods in
mathematical physics (一松 信) 17－253
S. G. Mikhlin：Multidimentional singular
integrals and integral equations (熊ノ郷準)················································· 19－123
J. Mikusiński：Operational calculus
(吉田耕作) 12－190
J. Milnor：Morse theory (塚本陽太郎) 21－317
J. W. Milnor：Lectures on the 
–cobordism theorem (加藤十吉) 22－234
J. Milnor：Singular points of complex
hypersurfaces (諏訪立雄) 22－314
C. Miranda：Partial differential
equations of elliptic type (下田節郎) 24－253
Barry Mitchell：Theory of categories (遠藤静男) 20－249
C. J. Mode：Multitype branching
processes
(藤曲哲郎) 26－079
J. D. Monk with R. Bonnet (ed.)：Handbook of Boolean Algebras
(渕野 昌)
43－179
C. C. Moore, C. Schochet：Global Analysis On Foliated
Spaces (夏目利一) 41－280
M. Mores：Topological methods in the
theory of functions of a complex variable
(松本敏三)················································· 04－115
F. Morgan：Geometric Measure
Theory. A
Beginner's Guide (中内伸光) 46－363
Dietrich Morgenstern：Einführung in die Wahrscheinlichkeitsrechnung und
mathematische Statistik (竹内 啓)················································· 17－126
C. B. Morrey：Multiple integrals in the
calculus of variations (村松寿延) 24－159
Y. N. Moschovakis：Elementary induction on
abstract structures (福山 克) 29－187
Y. N. Moschovakis：Descriptive set theory (安田 豊) 38－087
R. E. Mosher and M. C. Tangora：Cohomology operations and
applications in homotopy theory (島田信夫)················································· 24－154
P. S. Mostert：Proeedings of the conference
on transformation groups (大森英樹) 21－315
A. Mostowski-M. Stark：Introduction to higher
algebra (一松 信) 16－186
D. Mumford：Geometric invariant
theory (山田 浩) 19－185
D. Mumford：Tata lectures on theta
I (小泉正二) 36－369
D. Mumford：Tata lectures on theta
II
(塩田隆比呂) 40－090
S. B. Nadler, Jr.：Continuum Theory (小山 晃) 46－376
Jun–iti Nagata：Modern dimension theory (児玉之宏) 18－121
J. Nagata：Modern dimension theory
(津田光一) 38－188
M. Nagata：Local rings (成田正雄)····· 16－181
B. Sz. Nagy：Spektraldarstellung linearer
transformationen des Hilbertschen Raumes (吉田耕作)················································· 03－247
Y. Nakagami-M. Takesaki：Duality for crossed products
of von Neumann algebras
(押川元重)················································· 36－371
M. Namba：Geometry of projective
algebraic curves (今吉洋一) 39－371
M. Namik Ogustöreli：Time–lag control systems (杉山昌平) 19－119
R. Narasimhan：Introduction to the theory
of analytic spaces (一松 信) 20－190
I. P. Natanson：Theorie der Funktionen einer
reellen Varänderlichen (丸山儀四郎) 07－176
E. Nelson：Tensor anaysis (矢野健太郎) 21－309
V. V. Nemytskii-V. V. Stepanov：Qualitative theory of
differential equations (浦 太郎)················································· 14－057
R. Nevanlinna：Uniformisierung (田村二郎) 06－246
R. Nevanlinna他：Analytic functions
(一松 信) 12－247
M. H. A. Newman：Elements of the topology of
plane sets of points (亀谷俊司) 05－188
J. C. C. Nitsche：Lectures on minimal
surfaces, vol. 1 (小磯深幸) 44－092
K. Nomizu：Lie groups and differential
geometry (岩堀長慶) 11－248
D. G. Northcott：An introduction to homological algebra (都筑俊郎) 14－190
D. G. Northcott：Finite free resolutions (橘 貞雄) 30－092
D. G. Northcott：Affine sets and affine
groups (阿部英一，土井幸雄，竹内光弘) 35－182
K. Noshiro：Cluster sets (黒田 正)·· 13－188
T. Oda：Periods of Hilbert modular
surfaces (太田雅己) 38－088
T. Oda：Lectures on torus embeddings
and applications (土橋宏康) 36－373
T. Oda：Convex Bodies and Algebraic
Geometry (中村 郁) 41－184
J. Ogawa：Statistical theory of the
analysis of experimental designe (石井吾郎) 29－377
K. Oka：Sur les fonctions
analytiques de plusieurs variables (河合良一郎) 15－235
Okonnk-Schneider-Spindler：Vector bundles on complex projective spaces (丸山正樹) 37－090
T. Okubo：Differential geometry
(矢野健太郎) 40－371
F. Oort：Commutative group
schemes
(本田 平・宮西正宜) 20－252
O. Ore：The Four–color problem (一松 信) 20－244
P. Orlik & H. Terao：Arrangements of Hyperplanes
(日比孝之) 46－368
M. Otto編：Mathematiker über die
Mathematik (一松 信) 28－378
PWN編：Recent developments in
general relativity (池田峰夫) 15－189
R. S. Palais：Foundations of Global
nonlinear analysis (大森英樹) 26－087
Carol Parikh：The Unreal Life of Oscar Zariski (松村英之) 44－368
K. R. Parthasarathy：Probability measures on
metric spaces (岡部靖憲) 21－311
G. K. Pedersen：
–algebras and their automorphism groups (高井博司) 33－284
R. Péter：Rekursive Funktionen (赤 摂也) 08－058
V. V. Petrov：Sums of independent random
variables (清水良一) 30－088
A. Pietsch：Nuclear locally convex
spaces (高村多賀子) 28－180
J. D. Pincus編：Summer institute on spectral
theory and statistical mechanics
(一松 信)················································· 19－191
V. A. Pliss：Nonlocal problems of the
theory of oscillations (齋藤利彌) 20－119
C. Pommerenke：Univalent functions (窪田佳尚) 29－178
L. S. Pontryagin-V. G. Boltyanskii-R.
V. Gamkrelidze-E. F. Mishchenko：The mathematical theory of optimal
processes (小林竜一) ·································· 16－125
M. M. Postnikov：Foundations of Galois theory
(河田敬義) 14－254
K. Prachar：Primzahlverteilung (竜沢周雄) 16－179
Proceedings of the United States -
Japan seminar in differential geometry (志賀浩二) 19－118
C. Procesi：Rings with polynomial
identities (大堀正幸) 30－286
P. H. Rabinowitz：Minimax methods in critical
point theory with applications to differential equtions (田中和永)················································· 46－182
H. Rademacher：Topics in analytic number
theory (三井孝美) 28－175
H. Radjavi，P. Rosenthal：Invariant subspaces (北野孝一) 28－278
A. Ralston-H. S. Wilf編：Mathematical methods for
digital computers 2 (一松 信) 20－243
R. M. Range：Holomorphic Functions and
Integral Representations in Several Complex Variables (安達謙三)················································· 48－088
M. M. Rao, Z. D. Ren：Theory of Orlicz Spaces (北 広男) 46－090
H. Rasiowa：An algebraic approach to non–classical
logic (小野寛晰) 29－375
H. E. Rauch and H. M. Farkas：Theta functions with
applications to Riemann surfaces (加藤崇雄)················································· 28－280
M. Reed-B. Simon：Methods of modern
mathematical physics, Ⅰ-Ⅳ
(黒田成俊)················································· 37－181
R.–D. Reiss：Approximate Distributions of
Order
Statistics ― With Applications to Nonparametric
Statistics (松縄 規)··································· 50－216
A. Rényi：Wahrscheinlichkeitsrechnung
mit einem Anhang über Informationstheorie (国沢清典)················································· 15－127
G.
Ringel：Map
color theorem (一松 信) 28－174
J. Riordan：An introduction to
combinatorial analysis (山本幸一) 12－186
B. D. Ripley：Statistical Inference for
Spatial Processes (間瀬 茂) 47－306
J. F. Ritt：Differential algebra (奥川光太郎) 03－117
A. P. Robertson and W. J. Robertson：Topological vector spaces (関数解析研究会) 21－074
T. Robertson, F. T. Wright, R. L.
Dykstra： Order Restricted Statistical Inference
(笹渕祥一)················································· 49－329
B. Rodin and L. Sario：Principal functions (吉田紀雄) 21－237
L. Rodino：Linear Partial Difrerential Operators in Gevrey Spaces (森本芳則) 48－102
H. Rogers，Jr. ：Theory of recursive
functions and effective computability (田中尚夫) 22－155
L. C. G. Rogers-D. Williams：Diffusions, Markov Processes, and
Martingales, vol.2: Itô Calculus (山田俊雄)················································· 41－375
C. P. Rourke and B. J. Sanderson：Introduction to piecewise–linear
topology (福原真二) 26－286
G. G. Roussas：Contiguity of probability
measures; Some application in statistics (柳川 堯)················································· 26－280
H. L. Royden：Real analysis (一松 信) 15－251
H. Rubin & J. Rubin：Equivalents of axiom of choice, Ⅱ (難波完爾) 39－285
Walter Rudin：Fourier analysis on
groups (矢野茂樹) 20－059
W. Rudin：Function theory in the unit
ball of 
(梶原壤二) 34－186
D. Ruelle：Thermodynamic formalism (大野泰治郎) 32－376
T. L. Saaty編：Lectures on modern
mathematics Ⅰ, Ⅱ (一松 信) 17－052
T. L. Saaty編：Lectures on modern
mathematics，Ⅲ (一松 信) 21－159
G. E. Sacks：Saturated model theory
(本橋信義) 27－284
S. Sakai：
–algebras and 
–algebras
(御園生善尚) 26－370
S. Saks-A. Zygmund：Analytic functions (小掘 憲) 07－122
G. Samorodnitsky, M. S. Taqqu：Stable non–Gaussian Random
Processes ― Stochastic Models with Infinite
Variance (竹中茂夫)··································· 48－108
P. Samuel：Algèbre locale (永田雅宜)· 07－049
P. Samuel：Méthodes d'algèbre abstraite
en géométrie algébrique (永田雅宜) 09－055
G. Sansone and R. Conti：Non–linear differential
equations (吉沢太郎) 17－186
L. Sario and K. Oikawa：Capacity functions (酒井 良) 26－081
L. Sario-M. Nakai：Classification theory of
Riemann surfaces (藤家龍雄) 26－181
Sarnak：Some Applications of Modular
Forms (小山信也) 50－319
M. Schechter：Principles of functional
analysis (牛島照夫) 26－182
L. I. Schiff：Quantum mechanics (小林 稔) 03－120
M. Schiffer-D. C. Spencer：Functionals of finite
Riemann surfaces (一松 信) 07－172
O. F. G. Schilling：The theory of
valuations (稲葉栄次) 05－119
W. Schmeidler：Lineare Operatoren im
Hilbertschen Raum (三村征雄) 08－055
Th. Schneider：Einführung in die
transzendenten Zahlen (大成節夫) 15－184
H. Scholz und G. Hasenjaeger：Grundzüge der mathematischen Logik (赤 摂也) 15－127
J. A. Schouten：Tensor analysis for
physicists (岩田義一) 05－253
J. A. Schouten：Ricci–Calculus. An
introduction to tensor analysis and its geometrical applications (矢野健太郎)················································· 07－124
H. Schubert：Topologie, eine Einführung (小林貞一) 17－057
K. Schütte：Proof theory (高野道夫)·· 30－371
L. Schwartz：Théorie des
distributions (竹之内 脩・林 一道) 03－113
L. Schwartz：Théorie der distributions Ⅱ
(林 一道) 04－187
J. T. Schwartz編：Mathematical aspects of
computer science (藤野精一) 21－302
Scientific American, 1964年9月号 (赤 摂也) 17－173
W. R. Scott：Group theory (稲垣信夫) 17－177
B. Segre：Prodromi di Geometria
Algebrica (水野弘文) 26－274
J.–P. Serre：Groupes algébriques et corps
de classes (有馬 哲) 12－177
J.–P. Serre：Corps locaux (本田 平)· 18－190
J.–P. Serre：Lie algebras and Lie
groups (菅野恒雄) 19－116
J.–P. Serre：Algèbres de Lie semi–simples
complexes (菅野恒雄) 20－118
J. P. Serre：Abelian 
–adic representation and elliptic curves (森田康夫) 22－239
J.–P. Serre：Represéntations linéares des
groupes
finis (吉田知行) 27－287
I. R. Shafarevich：Basic algebraic
geometry (猪瀬博司) 31－277
C. E. Shannon-J. McCarthy：Automata studies (赤 摂也) 10－049
C. E. Shannon-W. Weaver：The mathematical theory of
communication (国沢清典) 04－189
J. H. Shapiro：Composition Operators and
Classical Function Theory (高木啓行) 50－330
O. Shisha編：Inequalities (一松 信) 21－159
G. R. Shorack, J. A. Wellner：Empirical Processes with Applications
to Statistics
(安芸重雄)················································· 46－364
M. A. Shubin：Pseudo–differential
operators and spectal theory (長瀬道弘) 40－278
C. L. Siegel：Transcendental numbers (黒田成勝) 03－189
C. L. Siegel：Verlesungen über Himmelsmechanik
(青木信仰) 11－057
C. L. Siegel：Zur Reduktionstheorie
quadratischer Formen (編集部) 15－191
C. L. Siegel：Lectures on advanced
analytic number theory (本田 平) 16－174
C. L. Siegel：Symplectic geometry (伊原信一郎) 17－180
W. Sierpiński：Elementary theory of numbers
(鹿野 健) 17－176
Joseph H. Silverman：Advanced Topics in the
Arithmetic of Elliptic Curves (中村哲男) 49－434
I. Singer：Cea mai bună approximare în
spaţii vectoriale normate prin elemente din spaţii vectoriale (一松 信)················································· 21－073
Y.–T. Siu：Lectures on
Hermitian-Einstein metrics for stable bundles and Kähler-Einstein metrics (満渕俊樹)················································· 40－370
L. A. Skornyakov：Complemented modular lattice
and regular rings (雨宮一郎) 18－119
I. N. Sneddon：Mixed boundary value
problems in potential theory (小松勇作) 21－152
C. D. Sogge：Fourier Integrals in
Classical Analysis (杉本 充) 50－098
Edwin H. Spanier：Algebraic topology (野村泰敏) 20－246
T. A. Springer：Linear algebraic groups (阿部英一，土井幸雄，竹内光弘) 35－182
R. P. Stanley：Enumerative Combinatrics,
Volume Ⅰ (日比孝之) 44－089
N. Steenrod：The topology of fibre
bundles (静間良次) 03－248
N. E. Steenrod：Cohomology operations (横田一郎) 15－187
M. L. Stein-W. D. Munro：Computer programming (野崎昭弘) 17－059
E. M. Stein and G. Weiss：Introduction to Fourier analysis on
Euclidean spaces (矢野茂樹)················································· 28－183
E. M. Stein：Harmonic Analysis; Real–Variable
Methods, Orthogonality, and Oscillatory Integrals (宮地晶彦)················································· 47－421
S. Sternberg：Lectures on differential
geometry (荻上紘一) 20－063
M. I. Stoka：Geometrie Integrală (栗田 稔) 21－155
E. L. Stout：The theory of uniform
algebras
(藪田公三) 28－178
H. Strasser：Mathematical Theory of
Statistics (山田作太郎・鈴木 武) 43－184
S. Stratila and L. Zsido：Lectures on von Neumann
algebras (英訳：S. Teleman) (荒木不二洋)················································· 32－378
D. W. Stroock-S. R. S. Varadhan： Multidimensional
diffusion processes (国田 寛)················································· 34－282
M. Sugiura：Unitary representations and
harmonic analysis (平井 武) 36－182
R. G. Swan：Algebraic 
–theory
(大林忠夫) 23－072
M. E. Sweedler：Hopf algebras (服部 昭) 24－078
R. M. Switzer：Algebraic topology–homotopy
and homology (小林貞一) 30－370
M. Takesaki：Tomita's theory of modular Hilbert algebras and its
applications
(竹之内 脩)················································· 26－375
M. Takesaki：Theory of operator algebras Ⅰ (斉藤和之) 33－281
G. Takeuti and W. M. Zaring：Axiomatic set theory (篠田寿一) 26－283
G. Takeuti：Two applications of logic to
mathematics (八杉満利子) 36－283
G. Takeuti：Proof theory, (second
edition) (倉田令二朗) 40－368
K. Takeuchi, H. Yanai, B. N. Mukherjee：The foundations of
multivariate analysis (白倉暉弘)················································· 37－091
A. Tarski：Undecidable theories (赤 摂也) 06－239
M. E. Taylor：Pseudodifferential Operators
and Nonlinear PDE, Progress in Mathematics, vol. 100 (山崎昌男)················································· 50－325
R. Temam：Navier-Stokes equations
(森本浩子) 32－378
S. Thangavelu：Lectures on Hermite and
Laguerre Expansions (勘甚裕一) 50－105
J. A. Thorpe：Elementary topics in
differential geometry (尾関英樹) 33－087
A. F. Timan：Theory of approximation of
functions of a real variable （洲之内源一郎）················································· 17－051
E. C. Titchmarsh：The theory of the Riemann
zeta–function (竜沢周雄) 04－253
E. C. Titchmarsh：Eigenfunction expansions
associated with second–order differential equations, Part Ⅱ (加藤敏夫)················································· 12－188
E. Torgersen：Comparison of Statistical
Experiments (草間時武) 44－363
L. F. Tóth：Regular figures (一松 信) 17－060
F. G. Tricomi：Vorlesungen über
Orthogonalreihen (河田竜夫) 08－125
H. Triebel：Interpolation theory,
function spaces, differential operators (村松寿延) 33－083
H. Triebel：Fourier analysis and
function spaces (村松寿延) 36－180
H. Triebel：Spaces of Besov‐Hardy‐Sobolev type (村松寿延) 36－180
A. S. Troelstra：Lectures on linear
logic
(小野寛晰) 46－371
A. J. Tromba：Teichmüller Theory in
Riemannian Geometry (宇田川誠一) 46－374
C. Truesdell：An essay toward a unified
theory of special functions, based upon the functional equation 
(柴垣和三郎) 05－051
M. Tsuji：Potential theory in modern
function theory (及川広太郎) 14－050
K. Ueno：Classification theory of
algebraic varieties and compact complex spaces (藤木 明)················································· 36－379
M. Urabe：Nonlinear autonomous
oscillations，analytical theory (宇野利雄) 24－341
B. van der Pole-H. Bremmer：Operational calculus based
on the two–sided Laplace integral (伊藤 清)················································· 11－116
B. L. van der Waerden：Science awakening (S. I.) 07－182
Varchenko, V. I. Arnold, Gusein-Zade：Singularities of differentiable
maps, vol. Ⅰ (福田拓生)················································· 38－377
J. von Neumann-O. Morgenstern：Theory of games and economic
behavior (関 恒義)················································· 03－185
A. Wald：Statistical decision
functions (宮沢光一) 04－049
C. T. C. Wall：Surgery on compact
manifold (松元重則) 26－083
A. H. Wallace：An introduction to algebraic
topology (小松醇郎) 15－187
C. Warner：Harmonic analysis on
semi-simple Lie groups, Ⅰ，Ⅱ (岡本清郷) 27－189
Washington：Introduction to cyclotomic
Fields (小松啓一) 41－092
S. Watanabe：Lectures on stochastic
differential equations and Malliavin calculus (重川一郎)················································· 38－375
W. C. Waterhouse：Introduction to affine group
schemes (阿部英一，土井幸雄，竹内光弘) 35－182
A. Weil：Foundations of algebraic
geometry
(小泉正二) 02－082
A. Weil：Sur les courbes algébriques
et les variétés qui s'en déduisent (井草準一) 03－061
A. Weil：Variétés abéliennes et
courbes algébriques (井草準一) 03－061
A. Weil：Theorie der Kählerschen
Mannigfaltigkeiten (秋月康夫) 06－121
André Weil：Introduction à l'étude des
variétés kählériennes (森川 寿) 13－122
Weil：Basic number theory (足立恒雄) 24－345
A. Weil：Number theory (足立恒雄)··· 38－374
André Weil：Souvenirs
d'apprentissage (The
apparenticeship of a Mathematician) (草場公邦)················································· 44－367
H. Weyl：Die Idee der Riemannschen Fläche
(佐々木秀穂・田村二郎・一松 信) 09－125
H. Weyl-F. J. Weyl：Meromorphic functions and
analytic curves (松本敏三) 04－114
G. W. Whitehead：Elements of homotopy theory (笹尾靖也) 32－377
D. T. Whiteside：The mathematical works of Isaac Newton 1 (中村幸四郎) 18－116
G. T. Whyburn：Topological analysis
(一松 信) 11－123
Wielandt：The theory of permutation
groups (永井 治) 18－055
S. Wiggins：Normally Hyperbolic
Invariant Manifolds in Dynamical Systems (國府寛司)················································· 50－434
T. J. Willmore：An introduction to
differential geometry (矢野健太郎) 12－249
A. Wintner：The analytical foundations
of celestial
mechanics (浦 太郎) 03－119
P. Wolf：Algebraische Theorie der
Galoisschen Algebren (増田勝彦) 10－058
N. M. J. Woodhouse：Geometric Quantization (三上健太郎) 47－315
M. Woodroofe：Nonlinear renewal theory in
sequential analysis (高橋 一) 37－084
K. Yano：Groups of transformations in
generalized spaces (佐々木重夫) 02－188
K. Yano：The theory of Lie
derivatives and its applications (高橋恒郎) 09－129
Kentaro Yano：Differential geometry on complex and almost complex
spaces (佐々木重夫)················································· 19－117
K. Yano-S. Bochner：Curvature and Betti numbers (一松 信) 06－052
M. Yoshida (吉田正章)：Fuchsian Differential
Equations with Special Emphasis on the Gauss-Schwarz theory (寺田俊明)················································· 42－090
T. Yoshino：Introduction to Operator
Theory (古田孝之) 48－081
T. Yoshizawa：Stability theory by
Liapunov's second method (栗原光信) 24－340
K. Yosida：Functional analysis (山中 健) 21－234
A. C. Zaanen：Integration (伊藤清三) 22－233
O. Zariski：Introduction to the problem
of minimal models in the theory of algebraic surfaces (永田雅宜)················································· 12－127
O. Zariski-P. Samuel：Commutative algebra, Ⅰ, Ⅱ (永田雅宜) 13－182
O. Zariski：Algebraic surfaces (飯高 茂) 26－088
A. Zygmund：Trigonometric series (矢野茂樹) 14－187
Н. Я. Виленкин：Специальные функции и теория представлений групп (杉浦光夫)················································· 19－255
И. М. Гельфанд-М. И. Граев-Н. Я. Виленкин：Интегральная гесметрия и связанные с ней вопросы теорий представлений (辰馬伸彦他) 16－247
И. М. Гельфанд-Г. Е. Шилов：Обобшенные функции (I. M.
Gelfand-G. E. Šilov：超函数論) (山中 健・折原明夫・高村幸男・湯浅多賀子・鈴木一正・松原 稔)······ 12－179
И. М. Гельфанд-Н. Я. Виленкин：Некоторые применения гармонического анализа. Оснашённые
Гильбертвы пространства (折原明夫)······ 14－246
Г. М. Голузин：Геометрическая теория
функций комплексного
переменного (久保忠雄)················································· 06－243
Е. Б. Дынкин：Основания теории Марковских процессов (佐藤健一) 14－055
Е. Б. Дынкин：Марковские процессы (佐藤健一) 19－126
А. Н. Колмогоров-С. В. Фомин：Элементры теории функций и функционал ь ного анализа (函数論と函数解析の基礎) (伊藤清三)··································· 15－124
А. Г. Курош：Лекции по обшей алгебре (服部 昭) 18－057
О. А. Ладьженская-Н. Н. Уральцева： Линейные и квазилинейные уравнения эллиптического типа (草野 尚)················································· 18－061
Р. Ш. Липцер, А. Н. Ширяев：Теория мартингалов (櫃田倍之) 41－277
Е. С. Ляпин：Полугруппы (井関清志) 14－060
Г. И. Марчук：Методы вычислительной математики (野木達夫) 30－085
В. П. Маслзв：Теория возмушени й иасимптотические методы (吉川 敦)················································· 27－186
М. А. Наймарк：Нормированные кольца (M. A.
Neumark：ノルム環) (三村征雄) 11－060
М. А. Наймарк：Линейные представления группы Лоренца (杉浦光夫) 18－189
Л. С. Понтрягин：Обыкновенные дифференциальные уравнения (黒田成俊)················································· 17－121
Б. А. Севастьянов：Ветвяшиеся процессы (河津 清) 27－280
А. В. Скороход：Случайные процессы с независимыми прирашениями (山里 真)················································· 41－091
Б. А. Фукс：Теория аналических функций многих комплексных переменных (一松 信)················································· 08－246
И. Р. Шафаревич他：Алгепраическепо верхности (飯高 茂) 19－057
ソ連百科辞典局編：Математическая энциклопедия,
1 (А-Г)(一松 信) 30－374