指数定理
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Bibliographic Information
指数定理
（岩波講座現代数学の展開 / 青本和彦 [ほか] 編, 17-18）
岩波書店, 1999-2002
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シスウ テイリ
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Note
1: 1999.1刊. 2: 2002.3刊
1: xx, 220p. 2: xip, p222-535
奥付の叢書巻号表示: 1:5(第5回配本), 2:11(第11回配本)
文献案内: 2 p515-521
参考文献: 2 p523-532
Description and Table of Contents
Table of Contents
- 非線形問題〈１〉—パターン形成の数理（第１章 スケールの分離と統合—古典的摂動論再考；第２章 振幅方程式；第３章 臨界安定性仮説とパターン選択；第４章 パターン形成；第５章 特異極限法；第６章 遷移ダイナミクス）
- 指数定理〈１〉（多様体、ベクトル束、楕円型複体；指数とその局所化；指数の局所化の例；Ｌａｐｌａｃｅ型作用素の固有関数の局所化；指数定理の定式化と証明；特性類）
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