エネルギー法の多成分化とその応用(超局所解析と大域解析)
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関連論文
- A System of Fifth-Order Nonlinear Partial Differential Equations and a Surface Which Contains Many Circles (Introduction to Path Integrals and Microlocal Analysis)
- Isotropic 2nd microlocalization due to Lebeau and $\Gamma$-analytic microfunctions(Algebraic Analysis and Number Theory)
- A system of fifth-order nonlinear partial differential equations and a surface which contains many circles (経路積分と超局所解析の入門--RIMS共同研究報告集)
- 超函数論におけるエネルギー法(積分核の代数解析的研究)
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- Solvability of a class of differential equations in the sheaf of microfunctions with holomorphic parameters (Asymptotic Analysis and Microlocal Analysis of PDE)
- SOME MICRODIFFERENTIAL EQUATIONS FOR MICROFUNCTIONS WITH A HOLOMORPHIC PARAMETER AND THEIR FORMAL SYMBOL TYPE SOLUTIONS (Microlocal Analysis and PDE in the Complex Domain)
- Cauchy-Kowalewski theorem with a large parameter and an application to microlocal analysis (Microlocal Analysis and Related Topics)
- SOLVABILITY OF A CLASS OF DIFFERENTIAL OPERATORS IN $\mathcal{CO}$ (Complex Analysis and Microlocal Analysis)
- SOME REMARKS ON COLOMBEAU'S GENERALIZED FUNCTIONS(Complex Analysis and Differential Equations)
- A Geometric Approach to Diffraction Problems(Microlocal Analysis of Differential Equations)
- Microlocal Energy Method and Applications(Microlocal Analysis and its Applications)
- Boundary Value Theory for Pseudo-Differential Operators(Functional-Analytic Study of Generalized Functions)
- マイクロ双曲型混合問題について(代数解析学の展望)
- エネルギー法の多成分化とその応用(超局所解析と大域解析)
- Quasi-Positive Pseudo-Differential Operators(Algebraic Analysis)
- 超関数の曲面波展開 (Fourier解析の複素解析的方法の復権をめざして)
- 代数解析におけるエネルギー法 (微分方程式の超局所解析)
- 確定特異点型楕円型方程式に対する境界値問題について (超函数と線型微分方程式 VII)
- 回折点での超局所解析 (代数解析学の最近の発展)
- 解層係数のラドン変換と正則性伝播 (線型微分方程式の超局所解析)
- Mildな超関数とGreenの公式について (超函数と線型微分方程式 VI)
- 超局所混合問題の適切性について (超局所解析)
- 超局所混合問題の適切性の定義について (超函数と線型微分方程式 V)
- 境界値の満たす関係について (微分方程式と超函数)
- 超函数の曲面波展開について (超函数と線型微分方程式 IV)
- 無限階擬微分作用素の形式核関数 (無限階擬微分作用素の超局所解析と漸近解析)
- A system of fifth-order PDE's describing surfaces containing 2 families of circular arcs and the reduction to a system of fifth-order ODE's (Recent development of microlocal analysis and asymptotic analysis)