Seminars_raw

Pathwise Exponential Stability of Neutral Stochastic Evolution Equations with Small Time Delay

2018-12-13 00:00

Speaker: Professor Kai Liu

unit:

Time: 2018-01-05 10:50-11:40

Venue: Room 111, Center for Applied Mathematics

starttime: 2018-01-05 10:50-11:40

Profile:


Theme:
Pathwise Exponential Stability of Neutral Stochastic Evolution Equations with Small Time Delay
Time:
2018-01-05 10:50-11:40
Venue:
Room 111, Center for Applied Mathematics
Speaker:
Professor Kai Liu

Profile

Professor of University of Liverpool, UK

Abstract

    In this work, we establish a theory about the almost sure pathwise exponential stability property for a class of stochastic neutral functional differential equations by developing a semigroup scheme for the drift part of the systems under consideration and dealing with their pathwise stability through a perturbation approach, rather than through that one to get their moment stability first. As an illustration, we can show that some stochastic systems have their almost sure exponential stability not sensitive to small delays. 


Contact us

Add:Building 58, The School of Mathematics, Tianjin University Beiyangyuan Campus,

        No. 135, Ya Guan Road, Jinnan District, Tianjin, PRC 

Tel:022-60787827   Mail:math@tju.edu.cn