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In this contribution, the problem of feedback stabilization of systems with delays is addressed. The systems under consideration are nonlinear and nonaffine in control. The origin of the open-loop system is supposed to be stable. By using the Lyapunov-Razumikhin approach, we deduce general conditions for stabilizing the closed-loop system and derive a particular class of stabilizing state feedback...
In this paper, we consider the problem of feedback stabilization of discrete-time systems with delays. The systems under consideration are nonlinear and nonaffine. By using the Lyapunov Razumikhin approach, we deduce general conditions for stabilizing the closed-loop system. In addition, stabilizing state feedback control laws are proposed.
In this paper, the problem of feedback stabilization of stochastic differential delay systems is considered. The systems under study are nonlinear, nonaffine and involve both discrete and distributed delays. By using a LaSalle-type theorem for stochastic systems, general conditions for stabilizing the closed-loop system with delays are obtained. In addition, stabilizing state feedback control laws...
In this paper, the problem of feedback stabilization of stochastic differential delay systems is considered. The systems under study are nonlinear and nonaffine. By using a LaSalle-type theorem for stochastic systems, general conditions for stabilizing the closed-loop system with delays are obtained. In addition, stabilizing state feedback control laws are proposed.
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