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Dynamics of prey-predator n-species models with density dependent diffusion

机译:具密度依赖扩散的捕食-被捕食n-物种模型的动力学

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This paper is concerned with the n-species predator-prey models in a bounded domain in two cases, one of which involves n - 1 cooperative preys and the other involves n - 1 competitive preys. In these models, the diffusion coefficients may be density dependent, and the reaction functions include ratio-dependent terms. Some simple conditions are obtained to ensure the dynamical behaviors of the time-dependent solutions in relation to some positive solutions or quasi-solutions of the steady-state problems, which include the existence of these solutions. This dynamical behaviors lead to the coexistence and global attractors of the predator-prey systems. Some numerical simulations are given in the end. (C) 2016 Elsevier Ltd. All rights reserved.
机译:本文在两种情况下都涉及有界域中的n种群捕食者—猎物模型,其中一种涉及n-1个合作猎物,另一种涉及n-1个竞争猎物。在这些模型中,扩散系数可能与密度有关,而反应函数包括与比率有关的项。获得一些简单的条件来确保时变解相对于稳态问题的某些正解或准解的动力学行为,其中包括这些解的存在。这种动态行为导致捕食者—猎物系统共存和全球吸引。最后给出了一些数值模拟。 (C)2016 Elsevier Ltd.保留所有权利。

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