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In this paper, event-triggered strategies for control of discrete-time plants with two-time scale property are developed and analyzed. The plant is assumed input-to-state stable with respect to measurement errors and the control law is updated once a triggering condition involving the norm of a measurement error is violated. The results are also extended to a self-triggered formulation, where the...
This paper addresses the feedback control design problem for a wide class of discrete-time systems possessing fast and slow modes. The slow and fast subsystems are considered to be completely controllable and observable. Based on the H∞ optimization criteria, a two-stage design procedure is developed using separate gain matrices for the fast and slow subsystems and computed using linear matrix inequalities...
This paper establishes robust guaranteed-cost decentralized stabilization method for interconnected continuous-time systems with Lipschitz-type nonlinearities and subject to convex-bounded parametric uncertainties. We design a decentralized observer-based feedback stabilization scheme such that the family of closed-loop feedback subsystems enjoys the asymptotic stability with a guaranteed cost for...
This paper investigates the problem of robust control for uncertain discrete-time Takagi–Sugeno (T-S) fuzzy networked control systems (NCSs) with state quantization. A new model of network-based control with simultaneous consideration of network induced delays and packet dropouts is proposed. Using fuzzy Lyapunov–Krasovskii functional, we derive a less conservative delay-dependent...
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