一、题目

Population dynamics driven by truncated stable processes with Markovian switching

二、主讲人

张振中

三、摘要

In this talk, we focus on the population dynamics driven by two classes of truncated $\alpha$-stable processes with Markovian switching. Almost necessary and sufficient conditions for ergodicity of the proposed models are provided. Besides, these results illustrate the impact on ergodicity and extinct conditions as the parameter $\alpha$ tends to 2.

四、主讲人介绍

张振中，东华大学副教授。主要研究方向为混杂跳（扩散）过程的遍历性及其相关问题。近五年来，在《Potential Analysis》《Insurance: Mathematics and Economics》和《Stochastics》等国际重要期刊发表论文20多篇。

五、邀请人

冯新伟

六、时间

11月4日（周三）19:00-20:00

七、地点

腾讯会议 会议ID：244 429 945

https://meeting.tencent.com/s/pOfxodoO4hoE

八、主办方

山东大学数学学院