报告题目：Bifurcation Analysis in Models of Population Dynamics and Disease Transmissions

报告时间：2022年11月10日（周四）上午10:30-11:30

腾讯会议：841-765-336 密码：221110

报告摘要：Bifurcations are common in biological evolution. The prediction of bifurcation is very important for the management of biological process. I first introduce the possible mechanisms to identify bifurcations for population dynamics and epidemic models. Then I talk about our studies for the bifurcation in population models and disease transmission models that exhibit the bifurcations of codimension 2 and codimension 3.

报告人简介：王稳地，西南大学2级教授，博士生导师, 2005年获得重庆市名师称号, 2018年获得重庆市最美教师称号。从事生物数学的研究，在种群动力学和传染病动力学建模和分析方面发表论文100多篇，7次入选Elsevier数学类高引用论文作者。已经主持国家自然科学基金课题7项、教育部项目2项。