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主讲人简介：
王明新教授现为哈尔滨工业大学教授，抛物偏微分方程领域专家，已发表260余篇期刊论文，被引用约2500多次。
内容摘要：
This talk concerns with a reaction-diffusion system modelinh the population dynamics of two-predators and one prey with nonlinear prey-taxis. We first investigate the global existence and boundedness of solution for the general model. Then we study the global stabilities of nonnegative spatially homogeneous equilibria for an explicit system with type 1 functional responses and density-dependent death rates for the predators and logistic growth for the prey. Moreover, the convergence rates are established.
讲座语言：英语
视频： 摄影： 撰写：李学元 信息员：唐晓亮 编辑：向娟
