Finite-Time Stability Analysis for a Class of Continuous Switched Descriptor Systems

Stability analysis for a class of switched large-scale time-delay systems via time-switched method

One new criterion of delay-independent stability for the switched time-delay large-scale system is deduced by employing a time-switched method and the comparison theorem. The total activation time ratio of the switching law can be determined to guarantee that the switched time-delay system is exponentially stable with stability margin l. One example is exploited to illustrate the proposed schemes.

Stability Results of a Class of Hybrid Systems under Switched Continuous-Time and Discrete-Time Control

This paper investigates the stability properties of a class of switched systems possessing several linear time-invariant parameterizations or configurations which are governed by a switching law. It is assumed that the parameterizations are stabilized individually via an appropriate linear state or output feedback stabilizing controller whose existence is first discussed. A main novelty with re...

Stability Analysis for a Class of Nonlinear Switched Systems

In the present paper, we study several qualitative properties of a class of nonlinear switched systems under certain switching laws. First, we show that if all the subsystems are linear time-invariant and the system matrices are commutative componentwise and stable, then the entire switched system is globally exponentially stable under arbitrary switching laws. Next, we study the above linear s...

Robust Stability Analysis for a Class of Uncertain Discrete Descriptor Systems with Multiple Time Delays

Finite-Time Stability of Continuous Autonomous Systems

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