报告题目：On some reaction-diffusion models with density-dependent dispersal

         摘要：Biological dispersal refers to as the movement of individuals and species from one area to another, which is an ecologically and evolutionarily important process shaping global biodiversity patterns. The density-dependent dispersal means the dispersal of one species depends on the density of other species. In this talk, I will discuss several mathematical models with density-dependent dispersal describing numerous biological processes, like chemotaxis, bacterial movement, predator-prey models, and introduce some theoretical and numerical results obtained for them. Some open questions will be also discussed.

   主持人：陶有山

   报告时间：2023年11月9日上午10：00-11：30

   报告形式：腾讯会议，会议号：205-717-442

          报告人简介：王治安， 香港理工大学应用数学系教授，华中师大本科硕士，加拿大艾伯塔大学应用数学博士，美国明尼苏达大学应用数学所博士后。主要从事与生物数学相关的偏微分方程研究，包括建模，分析与数值模拟。目前已在Proc. London Math. Soc 、 J. London Math. Soc. 、 J. Math. Biol.、JMPA、CPDE、SIAM J. Math. Anal.、SIAM J. Appl. Math. 、Indiana U. Math. J. 等杂志上发表学术论文90多篇。现担任杂志 J. Mathematical Biology, DCDS-B 和 Frontiers in Ecology and Evolution编委。曾获香港数学会青年学者奖以及 JMAA杂志最佳论文奖。