报告人：朱怀平
报告题目：Higher codimension bifurcation and dynamics in compartmental models for mosquito-borne diseases
时间：2017-11-24 (星期五) 09:30 ~ 2017-11-24 (星期五) 10:30
地点：理工北楼601报告厅
主办：数学与信息学院, 福建省分析数学及应用重点实验室, 数学研究中心
参加对象：数学系感兴趣的老师与研究生
报告摘要：The reason for an infectious diseases to become endemic or recurrent are two important aspects for the transmission of infectious diseases. In this talk I will investigate the underlying mechanisms to explain these two features for mosquito-borne disease. I will introduce models with impact of limited health resources by considering a nonlinear sources dependent recovery rate, and show that bifurcations and complex dynamics of such models. Then I will discuss the remaining challengesin the models for a general compartmental models for mosquito-borne diseases, including global stability and multiple-scale dynamics of the transmission.
报告人简介：朱怀平，2000年获加拿大蒙特利尔大学数学博士学位, 现任加拿大约克大学教授、博士生导师，并行计算与模拟实验室主任。长期从事分支理论及其应用、希尔伯特第十六问题、生物数学、气候变化的模拟和影响、以及虫媒疾病建模和防控等方面的研究工作。
