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Population dynamics driven by truncated stable processes with Markovian switching

作者:   时间:2020-10-30   点击数:

Keynote Speaker:ZhangZhenzhong

Abstract:

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.

Introduction to the Speaker:

Zhang Zhenzhong, associate professor of Donghua University, mainly studies the ergodicity of the hybrid jump (diffusion) process and related issues. In the past five years, he has published more than 20 papers in important international journals such asPotential Analysis,Insurance: Mathematics and EconomicsandStochastics.

Inviter:

Feng Xinwei

Time:

19:00-20:00 on November 04 (Wednesday)

Location:

Tencent Meeting ID: 244 429 945

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

Sponsored by: School of Mathematics, Shandong University

地址:中国山东省济南市山大南路27号   邮编:250100  

电话:0531-88364652  院长信箱:sxyuanzhang@sdu.edu.cn

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