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Time delay Early results on filter design for time delay systems can be found in [55, 56, 57].
Our results demonstrate the importance of experimental design for time course assays that has not been considered in experimental protocols.
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Hence stability analysis and observer design for time-delay systems have been investigated in recent years [7 11].
This result may find application in the robust controller design for time-delay systems.
It is noted that current methods of the analysis and design for time-delay systems can be classified into two categories: delay-independent criteria and delay-dependent ones.
This paper studies the problem of fault tolerant control design for time-delayed systems subject to actuator saturation.
This paper deals with the problem of controller design for time-delay system with stochastic disturbance and actuator saturation.
In order to deal with the stability analysis and controller design for time-delay systems, the common methods for nonlinear systems are to construct the Lyapunov-Razumikhin functions [18, 19] or appropriate Lyapunov-Krasovskii functionals [20 24].
In [18], the problem of ILC design for time-delay systems in the presence of initial shifts is considered, and the 2D system theory is employed to develop a convergence condition for both asymptotic stability and monotonic convergence of ILC.
To meet the requirements of the landing angle, miss distance, and control energy consumption, we study the optimal guidance law design for time-varying systems.
In this paper, the problem of linear parameter varying (LPV) filter design for time-varying discrete-time polytopic systems with bounded rates of variation is investigated.
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