Authors: GuoLiang Wang
Publish Date: 2013/01/26
Volume: 11, Issue: 1, Pages: 188-193
Abstract
This paper focuses on the robust stabilization problem for a class of singular Markovian jump systems with uncertain switching probabilities Based on a slack matrix method on transition probabilities a new criterion for quadratically stochastic admissibility of such an uncertain system is established Then two new sufficient conditions for the existence of modedependent controller are given as linear matrix inequalities Especially a more practical controller named as modeindependent controller is derived by a modedependent Lyapunov function Finally a numerical example is used to demonstrate the effectiveness of the proposed methodsGuoLiang Wang received his PhD degree from Northeastern University in 2010 He is now an associated professor with the School of Information and Control Engineering Liaoning Shihua University His research interests are Markovian jump systems and singular systems
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