Yuan Lou——Evolution of diffusion in a mutation selection model

发布时间:2016-07-21浏览次数:1121


题目Evolution of diffusion in a mutation selection model


报告人Yuan Lou(Renmin University and Ohio State University)


时间:7月21日,09:45-10:25


地点:哈工大活动中心327办公室


摘要We consider an integro-PDE model for a population structured by the spatial variables and a trait variable which is the diffusion rate. We focus on the asymptotic profile of positive steady state solutions. Our result shows that in the limit of small mutation rate, the solution remains regular in the spatial variables and yet concentrates in the trait variable and forms a Dirac mass supported at the lowest diffusion rate. This talk is based on joint work with Professor King-Yeung Lam, Ohio State University.


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