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A dependence domain for a class of micro-differential equations with involutive double characteristics(Geometric methods in asymptotic analysis)

机译：一类具有渐开双特征的微分方程的依赖域（渐近分析中的几何方法）

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Okada Y.; Tose N.;
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年度 1997
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专利

1. On the propagation of analyticity or some class of differential equations with non-involutive double characteristics [J] . Kenji Hasegawa Proceedings of the Japan Academy, Series A. Mathematical Sciences . 1987,第3期

机译：具有非对合双特征的解析性或一类微分方程的传播
2. On distribution solutions of microdifferential equations with double involutive characteristics [J] . Yasunori Okada Communications in Partial Differential Equations . 1999,第7a8期

机译：具有双对合特征的微分方程的分布解
3. Asymptotic analysis of a class of Ginzburg-Landau equations in thin multidomains [J] . Abdellatif Messaoudi Advances in Pure and Applied Mathematics . 2016,第4期

机译：薄多域中一类Ginzburg-Landau方程的渐近分析
4. Invariant manifolds and the asymptotics of parbolic equations in cylindrical domains [C] . C.Eugene Wayne US-Chinese Conference on Differential Equations and Applications held in Hangzhou, June 24-29, 1996 . 1996

机译：圆柱域中的不变流形和抛物方程的渐近性
5. Asymptotically Stable Ill-Posedness of Geometric Quasilinear Wave Equations [D] . Granowski, Ross. 2018

机译：几何拟线性波动方程的渐近稳定不适定性
6. An asymptotic solution of the integral equation for the second moment function in geometric processes [O] . Mustafa Hilmi Pekalp, Halil Aydoğdu -1

机译：几何过程中第二矩函数积分方程的渐近解
7. A dependence domain for a class of microdifferential operators with involutive double characteristics (Complex Analysis and Microlocal Analysis) [O] . Okada Yasunori, Tose Nobuyuki 1999

机译：一类具有渐进双重特征的微分算子的依赖域（复杂分析和微局部分析）
8. Asymptotics and Continuity Properties Near Infinity of Solutions of Schroedinger Equation in Exterior Domains [R] . Hoffmann-Ostenhof, M., Hoffmann-Ostenhof, T., Swetina, J. 1986

机译：外域schroedinger方程解的无穷近似与连续性

A dependence domain for a class of micro-differential equations with involutive double characteristics(Geometric methods in asymptotic analysis)

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