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This paper is concerned with stabilization of linear systems with arbitrarily large and bounded (time-varying) delay in the actuator. A new class of feedback laws based on pole-assignment low gain design is proposed to solve the problem. Both delay-dependent and delay-independent results are presented and a series of sufficient conditions for guaranteeing the stability of the closed-loop system is...
Wang and Chen hyperchaotic systems are newly proposed continuous four-dimensional chaotic systems. According to these hyperchaotic systems, an improved generalized projected synchronization method is proposed in this paper. The stability conditions for error systems are analyzed by using stability theory of linear systems. Compared with previous chaotic synchronization methods, the improved generalized...
In the paper, we study the asymptotic probabilistic behavior of a system stabilized by finite communication bandwidth feedback control in the form of an essentially symmetric 1-bit control law. It is shown that the state orbits eventually converge to an invariant interval under the proposed coded control law. If the resulting closed-loop system is a Markov transformation, the invariant density is...
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