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Traveling wave solutions in temporally discrete reaction-diffusion systems with delays

机译:时滞时间离散反应扩散系统的行波解

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摘要

An idea used by W. Li et al. (Nonlinearity 19, 1253-73, 2006) is extended to show existence of traveling wave solutions for a class of temporally discrete reaction-diffusion systems with delays. The result is an generalization of an existing result for scalar equations to systems. As examples, the obtained abstract results will be applied to temporally discrete diffusion-competition systems with delay. Our results suggest temporally discrete diffusion-competition systems are dynamically consistent with the differential diffusion-competition systems. An idea used by W. Li et al. (Nonlinearity 19, 1253-1273, 2006) is extended to show existence of traveling wave solutions for a class of temporally discrete reaction-diffusion systems with delays. The result is a generalization of an existing result for scalar equations to systems. As examples, the obtained abstract results will be applied to temporally discrete diffusion- competition systems with delay. The results suggest temporally discrete diffusion-competition systems are dynamically consistent with the differential diffusion-competition systems.
机译:W. Li等人使用的想法。 (非线性19,1253-73,2006)进行了扩展,以显示一类具有时滞的时间离散反应扩散系统的行波解的存在。结果是将标量方程的现有结果推广到系统。作为示例,获得的抽象结果将应用于具有延迟的时间离散的扩散竞争系统。我们的结果表明,时间离散的扩散竞争系统与差分扩散竞争系统动态一致。 W. Li等人使用的想法。 (非线性19,1253-1273,2006)进行了扩展,以显示一类具有时滞的时间离散反应扩散系统的行波解的存在。结果是将标量方程的现有结果推广到系统。作为示例,所获得的抽象结果将应用于具有延迟的时间离散的扩散竞争系统。结果表明时间离散的扩散竞争系统与差分扩散竞争系统是动态一致的。

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