角により生ずる回折波の超局所解析(微分方程式の超局所解析)
スポンサーリンク
概要
著者
関連論文
- HORMANDER FORM AND UNIQUENESS FOR THE CAUCHY PROBLEM (Recent Trends in Microlocal Analysis)
- LACUNAS AND SINGULARITIES OF FUNDAMENTAL SOLUTIONS OF HYPERBOLIC DIFFERENTIAL OPERATORS (Microlocal Analysis and Related Topics)
- A Survey of Removable Singularities in the Theory of Linear Differential Equations (Complex Analysis and Microlocal Analysis)
- On Boundary Value Problems for Micro-hyperbolic Systems of Differential Equations
- A Remark on Finiteness and Duality of D-Modules
- A Generalization of Bochner's Tube Theorem for Elliptic Boundary Value Problems(Microlocal Geometry)
- Continuation of Real Analytic Solutions of Partial Differential Equations up to Convex Conical Singularities(Algebraic Analysis and Number Theory)
- 角により生ずる回折波の超局所解析(微分方程式の超局所解析)
- ナイフエッジによる回折現象の超局所解析(超局所解析とその応用)
- 2-Microlocal Boundary Value Problems and Their Applications(Functional-Analytic Study of Generalized Functions)
- 特異点除去に対応するde Rham系の積分の計算(複素解析幾何学とその周辺の研究)