Poster Session

Stability analysis of switched singular stochastic linear systems

LI Subei
Xuzhou University of technology
Peoples Rep of China
Co-Author(s):    Wang bao ; Zhao Jianqiang
Abstract:
This topic is devoted to study the stability of switched singular stochastic linear systems with both stable and unstable subsystems. By using the method of multiple Lyapunov functions and the notion of average dwell time, we provide some sufficient conditions for the exponential mean-square stability of switched singular stochastic systems in terms of a proper switching rule and the linear matrix inequalities. An example is given to illustrate the effectiveness of the obtained results