学术报告（邓铿 2024.5.20）
Asymptotic profiles of the steady state for a diffusive SIS epidemic model with Dirichlet boundary conditions
发布人：姚璐
发布日期：2024-05-15
主题
Asymptotic profiles of the steady state for a diffusive SIS epidemic model with Dirichlet boundary conditions
活动时间
-
活动地址
新数学楼416
主讲人
邓铿 教授（路易斯安娜大学拉法叶分校）
主持人
李芳
摘要：In this talk, we consider a spatial SIS reaction-diffusion model with Dirichlet boundary conditions. We study the asymptotic profiles of the endemic equilibrium for small and large diffusion rates of the susceptible individuals and the infected individuals. Compared to a similar model with Neumann boundary conditions, our results indicate that the hostile exterior environment makes a distinct impact on the spread of infectious diseases.
