作者: Zhan Shu , J. Lam , Junlin Xiong
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摘要: This technical note is concerned with the non-fragile exponential stabilization for a class of discrete-time linear systems missing data in actuators. The process modeled by Markov chain two state components. When no uncertainty exists controllers, necessary and sufficient condition, which not only guarantees stability but also gives lower bound on decay rate, established terms matrix inequalities (LMIs). Based this an LMI-based approach provided to design state-feedback controller such that closed-loop system exponentially stable prescribed rate known all admissible uncertainties controllers. A numerical example show effectiveness theoretical results.