Almost periodic solutions to systems of parabolic equations

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Almost periodic solutions to systems of parabolic equations

机译：抛物方程组的概周期解

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In this paper we show that the second-order differential solution is??2-almost periodic, provided it is??2-bounded, and the growth of the components of a non-linear function of a system of parabolic equation is bounded by any pair of con-secutive eigenvalues of the associated Dirichlet boundary value problems.

机译：在本文中，我们证明了二阶微分解是Δ2-概周期，只要它具有Δ2-2有界，并且抛物方程组的非线性函数的成分的增长由关联的Dirichlet边值问题的任意一对连续特征值。

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《International journal of stochastic analysis》 |1994年第4期|共6页
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JanpouNee;
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机译：具有时间周期系数的半线性抛物线方程弱耦合系统的全局正解的不存在性
2. Periodic solutions of systems of parabolic equations in unbounded domains [J] . Pao CV. Nonlinear Analysis: An International Multidisciplinary Journal . 2000,第1a8期

机译：无界域上抛物型方程组的周期解。
3. Existence of a Periodic Solution in the Form of a Two-Dimensional Front in a System of Parabolic Equations [J] . Melnikova A. A., Deryugina N. N. Differential equations: A translation of differensial'nye uraveniya . 2020,第4期

机译：在抛物线方程系统中以二维前端的形式存在的周期解
4. On multiperiodicity and almost periodicity of solutions of boundary value problem for system of parabolic type equation [C] . Gulshat Abdikalikova, Amantay Berzhanov International Conference on Analysis and Applied Mathematics . 2014

机译：抛物线型方程系统边值问题的多周期性及几乎周期性
5. Solutions for semilinear parabolic equations in L^P and Regularity of Weak Solutions of the Navier-Stokes System利用統計を見る [D] . Giga Yoshikazu 1985

机译：L ^ P中的半线性抛物方程的解和Navier-Stokes系统的弱解的正则性
6. On stabilization of the solutions of parabolic equations with small parameter [O] . M. I. Freidlin 1984

机译：小参数抛物型方程解的稳定性。
7. Analyzing stationary and periodic solutions of systems of parabolic partial differential equations by using singular subspaces as reduced basis [O] . Jarausch, H. 1994

机译：奇异子空间为简化基，分析抛物型偏微分方程组的平稳解和周期解
8. PART I Recent Work on Families of Periodic Solutions of Ordinary Differential Equations. PART II Singular Solutions of Systems of Real Analytic Equations. PART III The Stromgren-Wintner Principle on the Termination of Families of Periodic Solutions. [R] . Daniel C. Lewis 1959

机译：第一部分关于常微分方程周期解族的近期研究。第二部分实分析方程组的奇异解。第三部分stromgren-Wintner关于终止家庭周期解的原则。

Almost periodic solutions to systems of parabolic equations

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