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Asymptotic Equivalence of A Reaction-Diffusion System to the Corresponding System of Ordinary Differential Equations(Nonlinear Evolutions Equations and Their Applications)

机译：反应扩散系统与常微分方程（非线性发展方程及其应用）的对应系统的渐近等价

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作者
Hoshino Hiroki;
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年度 1995
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原文格式 PDF
正文语种 en
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1. Asymptotic representations of solutions of essentially nonlinear systems of ordinary differential equations with regularly and rapidly varying nonlinearities [J] . Evtukhov V.M., Shlepakov O.R. Ukrainian mathematical journal . 2013,第9期

机译：具有非线性且迅速变化的常微分方程基本非线性系统解的渐近表示。
2. On the Asymptotics of Solutions of Nonlinear Cyclic Systems of Ordinary Differential Equations in Special Cases [J] . V. M. Evtukhov, O. S. Vladova Memoirs on Differential Equations and Mathematical Physics . 2011,第5期

机译：特殊情况下常微分方程非线性循环系统解的渐近性
3. On the C~1-Equivalence of Essentially Nonlinear Systems of Differential Equations Near an Asymptotically Stable Equilibrium Point [J] . Yu. A. Iljin Vestnik, St. Petersburg University. Mathematics . 2015,第1期

机译：渐近稳定平衡点附近微分方程本质非线性系统的C〜1等价性
4. Symbolic Methods for the Equivalence Problem for Systems of Implicit Ordinary Differential Equations [C] . Kurt Schlacher, Andreas Kugi, Kurt Zeheteitner International conference on symbolic and numerical scientific computation . 2003

机译：隐式常微分方程系统等效问题的符号方法
5. Applications of Nonlinear Systems of Ordinary Differential Equations and Volterra Integral Equations to Infectious Disease Epidemiology. [D] . Morale Butler, Emmanuel J. 2014

机译：常微分方程和Volterra积分方程的非线性系统在传染病流行病学中的应用。
6. Contribution to Speeding-Up the Solving of Nonlinear Ordinary Differential Equations on Parallel/Multi-Core Platforms for Sensing Systems [O] . Vahid Tavakkoli, Kabeh Mohsenzadegan, Jean Chamberlain Chedjou, 2020

机译：用于加速对照对传感系统并行/多核平台的非线性常微分方程的贡献
7. The sufficient conditions of local asymptotic equivalence of nonlinear systems of ordinary differential equations and its application for investigation of stability respect to part of variables [O] . Pavel Shamanaev, Olga Yazovtseva 2017

机译：常微分方程非线性系统局部渐近等效的充分条件及其在稳定性方面的应用研究中的应用
8. On the application of difference methods for the asymptotic estimates of errors at numerical integration of systems of ordinary differential equations [R] . Brodskiy, M. L. 1966

机译：差分方法在常微分方程组数值积分中渐近估计误差的应用

Asymptotic Equivalence of A Reaction-Diffusion System to the Corresponding System of Ordinary Differential Equations(Nonlinear Evolutions Equations and Their Applications)

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