線型偏微分方程式論における漸近的方法
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Bibliographic Information
線型偏微分方程式論における漸近的方法
（岩波講座基礎数学 / 小平邦彦監修 ; 岩堀長慶 [ほか] 編, 16 . 解析学||カイセキガク ; 2.8）
岩波書店, 1976.10-1977.8
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センケイ ヘンビブン ホウテイシキロン ニオケル ゼンキンテキ ホウホウ
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Note
第1次(1976.10-1977.8)
第2次(1983.9)
第3次(1988.8)
参考書: 2巻末
シリーズ番号表示: 第1次のケースカバーには巻号次1は「5」、2は「13」の表示あり
Description and Table of Contents
Table of Contents
- 非線型楕円型方程式（楕円型方程式；極小曲面の方程式；写像度と存在定理；解の分岐の理論；解析的楕円型方程式の解の解析）
- 非線型発展方程式（Ｈｉｌｂｅｒｔ空間の半群；Ｂａｎａｃｈ空間の半群；偏微分方程式への応用；補間理論）
- 線型偏微分方程式論における漸近的方法（正準変換；Ｂｉｒｋｈｏｆｆの理論；Ｆｏｕｒｉｅｒ変換と鞍部点法；Ｋｅｌｌｅｒ‐Ｍａｓｌｏｖ‐Ａｒｎｏｌ’ｄ指数；Ｍａｓｌｏｖ理論入門；Ｆｏｕｒｉｅｒ積分作用素論の背景；超関数と密度の平方根；振動積分の定義する超関数；非退化正則位相関数をもつ振動積分；Ｆｏｕｒｉｅｒ積分作用素）
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