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Dynamics of strongly coupled spatially distributed logistic equations with delay

机译:具有时滞的强耦合空间分布逻辑方程的动力学

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摘要

The dynamics of a system of two logistic delay equations with spatially distributed coupling is studied. The coupling coefficient is assumed to be sufficiently large. Special nonlinear systems of parabolic equations are constructed such that the behavior of their solutions is determined in the first approximation by the dynamical properties of the original system.
机译:研究了具有空间分布耦合的两个逻辑时滞方程组的动力学。假定耦合系数足够大。构造特殊的抛物线方程组非线性系统,使得其解的行为在第一近似中由原始系统的动力学特性确定。

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