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The problem of robust guaranteed cost control for a class of uncertain stochastic systems with Markov jump parameters subject to actuator saturation is discussed. The concept of domain of attraction is used to analyze the stochastic stability and a sufficient condition which guarantees the intersection of ellipsoid invariant set under different modes in the domain of attraction is presented. The solvability...
In order to solve the H∞ control problem for a class of Markov jump systems subject to actuator saturation, a design method of the controllers is proposed Based on stochastic stability for the closed-loop system, H∞ controller is designed. The concept of domain of attraction is used to analyze the stochastic stability and a sufficient condition which guarantees the intersection of ellipsoid invariant...
This paper is concerned with the robust reliable guaranteed cost control problem for discrete-time Markovian jump systems with actuator failures. A more practical model of actuator failures than outage is considered. Based on the state feedback method, the resulting closed-loop systems are reliable in that they remain robust stochastically stable and satisfy cost function not only when all actuators...
In order to solve the L2-L∞ control problem for a class of Markov jump systems subject to actuator saturation, a design method of the mode-dependent dynamic output feedback controllers is proposed.Based on stochastic stability for the closed-loop system, L2-L∞ dynamic output feedback controller is designed. The concept of domain of attraction is used to analyze the stochastic stability and a sufficient...
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