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Global attractors of some predator-prey reaction-diffusion systems with density-dependent diffusion and time-delays

机译:一些捕食者 - 猎物反应扩散系统的全局吸引子,具有密度依赖性扩散和时滞

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This paper deals with a two-species and a three-species predator-prey reaction diffusion systems where the diffusion coefficients are density dependent and time delays are involved in the reaction functions. The diffusion terms are of porous medium type which are degenerate and the boundary conditions are of Neumann type. The aim of the paper is to investigate the asymptotic behavior of the time dependent solution in relation to various steady-state solutions of the system. This includes the existence of a unique positive classical solution, global attraction of a steady-state solution, and stability or instability of various semitrivial solutions and the positive steady-state solution. (C) 2018 Elsevier Inc. All rights reserved.
机译:本文涉及两种物种和三种捕食者 - 猎物反应扩散系统,其中扩散系数是密度依赖性,并且在反应功能中涉及时间延迟。 扩散术语是多孔介质类型,其是退化的,边界条件是Neumann型。 本文的目的是研究时间依赖性解决方案的渐近行为与系统的各种稳态解决方案相关。 这包括存在独特的正经典解决方案,稳态解决方案的全局吸引力,以及各种半抗溶液和正稳态溶液的稳定性或不稳定性。 (c)2018 Elsevier Inc.保留所有权利。

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