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This paper investigates the problem of delay-range-dependent robust H∞ exponential filter design for uncertain stochastic delayed systems with Markovian switching and nonlinear disturbances. The system under consideration involves Markovian jump parameters, parameter uncertainties, Ito-type stochastic disturbances, nonlinearities as well as time-varying delays, which vary in a range and dependent...
This paper deals with the class of continuous-time Markovian jump singular systems with time-varying delay. The stability problem of this class of systems is addressed and delay-dependent sufficient conditions such that the system is regular, impulse free and asymptotically mean square stable are developed in the linear matrix inequality (LMI) setting. A numerical example is employed to show the usefulness...
This paper presents a stochastic control method for networked control systems (NCSs) with time-varying sampling periods and random delay. The random delay of the NCS is modelled as intervals governed by a Markov chain. With the switching of the sampling periods, a discrete-time Markovian jump system with parameter uncertainties is presented to model the NCS. By introducing a delay-compensating control...
In this paper, the mathematical model of networked control systems with time-varying sampling periods and delays that they are driven by two Markov chains are established, the necessary and sufficient conditions ensuring the stochastic stability of systems are presented, and the controller design ensuring the stochastic stability of systems is also proposed by using the cone complementarity linearization...
This paper is concerned with the problem of Hinfin filtering for a class of linear systems with Markovian jump parameters and mode-dependent time-varying delays. The Lyapunov-Krasovskii method is used to derive a new delay-dependent Bounded Real Lemma (BRL) incorporating with an integral inequality, which guarantees that the filtering error system is not only exponentially stable in the mean square...
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