On the Regularity of Solutions of Von Karman Equations with Variables Coefficients

机译：von Karman方程与变量系数解决方案的规律性

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摘要

We study the regularity of solutions of Von Karman equations with variables coefficients.

机译：我们使用变量系数研究Von Karman方程解决方案的规律性。

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《International Conference of Numerical Analysis and Applied Mathematics》|2011年||共3页
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作者
Luisa Fattorusso; Antonio Tarsia;
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正文语种
中图分类计算技术、计算机技术;
关键词
nonlinear elliptic equations; Von Karman equations;

机译：非线性椭圆方程;von Karman方程;

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专利

1. On propagation of regularity in space-variables for the solutions of differential equations with constant coefficients [J] . Hitoshi Kumano-Go Proceedings of the Japan Academy, Series A. Mathematical Sciences . 1966,第3期

机译：常系数微分方程解的空间变量正则性传播
2. Uniqueness Solution of Classical Von-Karman and Marguerre-Von-Karman Equations [J] . Jaouad Oudaani International journal of mathematics, game theory and algebra . 2016,第1期

机译：经典Von-Karman方程和Marguerre-Von-Karman方程的唯一解
3. Existence and blow-up of solutions for von Karman equations with time delay and variable exponents [J] . Applied mathematics and computation . 2020,第期

机译：随着时间延迟和可变指数的von Karman方程解决方案的存在与爆炸
4. On the Regularity of Solutions of Von Karman Equations with Variables Coefficients [C] . Luisa Fattorusso, Antonio Tarsia International Conference of Numerical Analysis and Applied Mathematics . 2011

机译：von Karman方程与变量系数解决方案的规律性
5. Regularity of solutions and the free boundary for a class of Bernoulli-type parabolic free boundary problems with variable coefficients. [D] . Backing, Thomas H. 2016

机译：一类具有可变系数的伯努利型抛物线型自由边界问题的解的正则性和自由边界。
6. REGULARITY THEOREMS FOR SOLUTIONS OF PARTIAL DIFFERENTIAL EQUATIONS WITH VARIABLE COEFFICIENTS [O] . Felix E. Browder 1957

机译：可变系数偏微分方程解的正则定理
7. REGULARITY THEOREMS FOR SOLUTIONS OF PARTIAL DIFFERENTIAL EQUATIONS WITH VARIABLE COEFFICIENTS [O] . Browder, Felix E. 1957

机译：可变系数偏微分方程解的正则定理
8. Construction of a Three Dimensional Displacement Field from a Solution to the von Karman Equations. [R] . sensenig,chester b. 1974

机译：从von Karman方程的解构造三维位移场。

On the Regularity of Solutions of Von Karman Equations with Variables Coefficients

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