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In this paper, a Watanabe, Fukuda and Tzateftas type sliding mode observer for uncertain MIMO systems with time delay is investigated. The conditions for the existence of sliding mode in observer and robust asymptotical stability of state error equation with time-delay are studied by using classical Lyapunov V-function method and the Razumikhin-Hale type theorem.
This paper deals with a class of singular impulsive systems with state delay and structured uncertainty. Sufficient conditions on exponential stability and robust stabilization are developed in the LMI setting. A numerical example is provided to demonstrate the effectiveness of the results.
Impulsive systems allowing for certain instantaneous changes of the system state in addition to continuous dynamics are instrumental in describing a number of real-world applications. This paper is devoted to study of robust stability and robust stabilization of delayed impulsive systems subject to parametric uncertainties. The impulsive systems under study are classified into three types in terms...
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