実一変数関数 : 基礎理論
Author(s)
Bibliographic Information
実一変数関数 : 基礎理論
(ブルバキ数学原論 / ブルバキ [著], [第18-19])
東京図書, 1968.7-1969.4
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- Other Title
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Fonctions d'une variable réelle : théorie élémentaire
実一変数関数(基礎理論)
- Title Transcription
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ジツイチ ヘンスウ カンスウ : キソ リロン
Access to Electronic Resource 20 items
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数学原論 ([第2期] /[6])
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数学原論 ([第2期] /[6])
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Note
原著第2版 (Paris : Hermann, 1958-1961) の翻訳
文献あり
Description and Table of Contents
- Volume
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1 ISBN 9784489002014
Table of Contents
- 第1章 導関数(一階導関数;有限増分の定理;高階導関数;実一変数の凸関数)
- 第2章 原始関数と積分(原始関数と積分;非コンパクト区間における積分;径数に関する微分と積分)
- 第3章 初等関数(指数関数と円関数の導関数;指数関数、円関数などの展開)
- Volume
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2 ISBN 9784489002021
Table of Contents
- 第4章 微分方程式(存在定理;線型微分方程式)
- 第5章 関数の局所的考察(フィルター集合における関数の比較;漸近展開;実一変数関数の漸近展開;正項級数への応用)
- 第6章 一般テイラー展開、オイラー=マクローリンの総和公式(一般テイラー展開;三角関数のオイラー展開とベルヌイ数;オイラー=マクローリンの公式の剰余項の優評価)
- 第7章 ガンマ関数(実領域のガンマ関数;複素領域のガンマ関数)
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