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The robust H∞ output feedback control problem for uncertain discrete-time switched systems is investigated. A new linear matrix inequality(LMI) formulation of robustly stable and H∞ performance for the switched systems under arbitrary switching is obtained by using switched Lyapunov function method. The new LMI parameterized by a scalar variable which allows extra degree of freedom for design problems...
The observer-based static output feedback control problem for discrete-time switched systems is investigated. A sufficient condition of stability for the switched systems under arbitrary switching is obtained by using switched Lyapunov function approach. The linear matrix inequality (LMI) of the condition is parameterized by a scalar variable which allows extra degree of freedom for design problems...
For a class of discrete-time switched systems with disturbances the problems of robust stability and disturbance attenuation under arbitrary switching are studied for this class of systems. The sufficient conditions for the systems to be robustly stable with Hinfin disturbance attenuation gamma are presented by using the multiple Lyapunov function technique and common Lyapunov function technique ...
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