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This paper deals with the robust H∞ filtering problem for discrete-time linear systems with polytopic uncertainties. Differently from existing results, we assume that not only the Lyapunov functions are parameter-dependent in the whole polytope domain, but also the filter is dependent of the parameters which belong to a polytope. Our results contain no constant matrix variable for the entire polytope...
This paper deals with the chaos synchronization problem for a class of nonlinear pendulum-like systems with multiple equilibria. Based on the method of periodic Lyapunov functions, linear matrix inequality (LMI) formulations are established to guarantee the stable synchronization of both master and slave pendulum-like systems by feedback control technique. Finally, a concrete application to phase-locked...
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