Maillet type theorem, convolution equations and multisummability of formal solutions (Recent development of microlocal analysis and asymptotic analysis)
スポンサーリンク
概要
著者
関連論文
- 複素領域での非線型偏微分方程式の解の特異点について (経路積分と超局所解析の入門)
- Structure of the solutions to Fuchsian systems (Microlocal Analysis and Related Topics)
- On the singularities of solutions of nonlinear partial differential equations in the complex domain (経路積分と超局所解析の入門--RIMS共同研究報告集)
- 複素領域における非線型偏微分方程式の正則解の存在について(積分核の代数解析的研究)
- Removable singularities of solutions of nonlinear totally characteristic type partial differential equations (Microlocal Analysis and Related Topics)
- On the Singularities of Solutions of Nonlinear Partial Differential Equations in the Complex Domain (Microlocal Analysis and Asymptotic Analysis)
- Solvability of non-linear totally characteristic partial differential equations in the complex domain : when resonances occur (Microlocal Analysis and Related Topics)
- A Note on the Analytic Continuation of Solutions to Nonlinear Partial Differential Equations (Microlocal Analysis and Related Topics)
- On the Singular Solutions of Nonlinear Singular Partial Differential Equations (Asymptotic Analysis and Microlocal Analysis of PDE)
- On the uniqueness theorem for nonlinear singular partial differential equations (Complex Analysis and Microlocal Analysis)
- 複素領域における非線型偏微分方程式(複素領域の偏微分方程式)
- 特異点をもつ非線型偏微分方程式の解の一意性について(函数解析を用いた偏微分方程式の研究)
- Holomorphic and Singular Solutions of Non Linear Singular Partial Differential Equations(Complex Analysis and Differential Equations)
- Briot-Bouquet型の特異点をもつ一階非線型偏微分方程式(偏微分方程式の解の構造の研究)
- ON A CLASS OF SINGULAR DIFFERENTIAL OPERATORS(Microlocal Analysis of Differential Equations)
- FUCHS型偏微分方程式の局所可解性と境界値問題(代数解析学の展望)
- Gevrey class での Fuchs 双曲型方程式(2)(代数解析学の諸相)
- LOCAL SOLVABILITY OF SECOND ORDER FUCHSIAN TYPE EQUATIONS : Collaboration with C.PARENTI (Developments of Algebraic Analysis)
- Gevrey Class での Fuchs 双曲型方程式(超函数と微分方程式)
- Fuchs双曲型方程式について (線型および非線型偏微分方程式の研究)
- Fuchs双曲型方程式とその周辺 (偏微分方程式の解の構造の研究)
- Fuchs双曲型方程式の初期値問題について (超函数と線型微分方程式 VI)
- Fuchs型偏微分方程式におけるFrobeniusの方法 (微分方程式と超函数)
- Fuchs双曲型方程式の超函数解の構造 (代数解析学の諸問題)
- Fuchs双曲型方程式 (超函数と線型微分方程式 IV)
- 5-222 デザイン工学と導入教育((08)リメディアル教育(補習教育)・導入教育-I,口頭発表)
- Maillet type theorem, convolution equations and multisummability of formal solutions (Recent development of microlocal analysis and asymptotic analysis)