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This paper addresses the problem of quantized H∞ filtering for linear singular systems. The communication channel we consider encounters in the ideal case. For the ideal channel, we design a filter to mitigate the quantization effects, which ensures not only the robust stability but also a prescribed H∞ filtering performance for the filtering error systems. A sufficient condition is derived for the...
This paper deals with the problem of reduced-order Hinfin filtering for singular systems with network delays. Such delays include both signal transmission delay and data packet dropout. A sufficient condition of the delay dependent Hinfin performance is obtained in terms of matrix inequalities (MIS) to ensure the filtering error singular system is regular, impulse-free, stable and satisfies a prescribed...
This paper deals with the problems of robust stability and stabilization for uncertain singular delay systems by using input-output approach other than traditional Lyapunovpsilas second method. Based on the small gain theorem, the notion of input-output stability is first developed. Then a delay-dependent robust stability criterion in terms of strict linear matrix inequality (LMI) is derived to verify...
This paper concerns the problem of robust control for a class of nonlinear singular systems with state delayed and parameter uncertainties. The parameter uncertainty in the systems is norm-bounded and time-varying. The nonlinear terms are constrained in the finite Hurwitz sector. At first, the definition of robust Hαoptimal guaranteed cost systems with γdisturbance attenuation performance is presented...
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