ELLIPTIC BOUNDARY VALUE PROBLEMS IN THE SPACE OF DISTRIBUTIONS(Microlocal Geometry)
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概要
著者
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戸瀬 信之
日本数学会
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ANDRONIKOF E.
Departement de Mathematiques, Univ. Paris XIII
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戸瀬 信之
Mathematics, General Education, Keio Univ.
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Andronikof E.
Departement De Mathematiques Univ. Paris Xiii
関連論文
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- 日本数学会の電子化の取組(紀要の電子化と周辺の話題)
- ELLIPTIC BOUNDARY VALUE PROBLEMS IN THE SPACE OF DISTRIBUTIONS(Microlocal Geometry)
- Morse Inequalities for R-constructible Sheaves(Microlocal Analysis of Differential Equations)
- 2nd Microlocalization in the Gevrey classes : after S. Kishida(Functional-Analytic Study of Generalized Functions)
- Some remarks in 2nd Microlocalization : Joint works with K.kataoka(Several aspects of algebraic analysis)
- On Some Classes of 2-microhyperbolic systems(Developments of Algebraic Analysis)
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- Involutoryなdouble characteristicsを持つmicrodifferential equationのmicrolocal singularityの伝播について(超局所解析と大域解析)