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This Paper concerns impulsive guaranteed cost control problem via state feedback for uncertain chaotic Lur'e systems. The problem we address is the design of a impulsive state feedback control law such that the closed-loop system is not only asymptotically stable but also guarantees an adequate level of performance for all admissible uncertainties. A condition for the existence of the impulsive guaranteed...
In this paper, we first present some dynamic TS fuzzy subsystems to approximate a nonlinear system. To make the subsystems asymptotically stable, the reference model with the same fuzzy sets of the system rule is established. A feedback controller is designed based on an exact approximation model. The control gain can be solved by LMI approach. Since in practical plant, there are parameters uncertainty...
The paper presents a numerical algorithm for constructing a decentralized state feedback guaranteed cost controller for an uncertain system. The uncertain systems under consideration contain structured uncertainty described by integral quadratic constraints. The decentralized controller is designed to achieve a closed loop system which is absolutely stable and such that a cost function satisfies a...
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