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We consider the stabilization problem of a switched delay system using sampled and quantized measurements of its state which result in finite data-rate communication. We assume that the switching is subject to the slow-switching. Each individual subsystem is assumed to be stabilizable. We derive a relationship between the number of values taken by the quantizer and the transition matrix of each individual...
In this paper, the dynamic output feedback stabilization for a class of switched delay systems with the existence of structural uncertainties under asynchronous switching is investigated. The delays appear not only in the state, but also in the switching signal for the control. When the switching signal of the switched controller involves delay, by constructing a novel Lyapunov functional, sufficient...
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