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In [10], the problems of stabilization and synchronization for a class of chaotic systems were discussed via intermittent control with non-fixed both control period and control width.
This paper reviews a few historical landmarks in the development of this concept and then addresses some current challenging issues, such as the development of global and coordinate free version of a standard output-feedback design paradigm, the analysis of problems of stabilization and tracking in the presence of unstable zero dynamics, and extensions to multivariable systems.
The problems of stabilization for neutral saturating actuator system with time-varying delay and parameter from the presented results, the condition obtained here does not need derivative information of the delay time and thus can be used to analyze the stabilization problem for a class of saturating actuator systems with time-varying delay, which is bounded but arbitrarily fast time-varying.
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The problem of stabilization has been reduced to the exponential stability of this system.
Perhaps the most serious unsolved problem of stabilization policy is the multiplicity of goals that policymakers must consider.
The main goal of the paper is to solve the problem of stabilization of an indirect control system.
The aim of this paper is to study the problem of stabilization of chemical reactors with classical PI control.
The problem of stabilization for a collection of systems is discussed initially.
This paper considers the problem of stabilization of single-input planar switched systems.
This paper studies the problem of stabilization with optimal performance for dissipative DIHS (discrete-time impulsive hybrid systems).
The classical Chelomei's problem of stabilization of a statically unstable elastic column by axial harmonic vibration is reconsidered.
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