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Within the framework of 2D system theory, both the exponential stability and the shortest running time are considered.
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Sufficient conditions and minimum running time guaranteeing the exponential stability under both normal and fault conditions are obtained.
The exponential stability of the system is obtained.
Meanwhile, some sufficient conditions for the exponential stability of the error system are derived.
By this control law, the exponential stability for synchronization between two different chaotic systems is guaranteed.
This paper studies the exponential stability problem for switched systems with input saturation and parametric uncertainties.
The exponential stability of the equilibrium of the closed-loop and error system is proved.
Further we prove the exponential stability of the closed-loop system.
The exponential stability of the feedback fuzzy system is ensured under some conditions.
This paper addresses the exponential stability for a class of nonlinear hybrid time-delay systems.
A direct Lyapunov method is developed for the exponential stability analysis of the observation error.
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