STABILITY ANALYSIS OF SOLUTIONS OF A CLASS OF NONLINEAR HYBRID SYSTEMS

The hybrid system consisting of the family of subsystems of a special type and a switching law is considered. It is assumed that the zero solution of each subsystem is asymptotically stable. The classes of admissible switching laws are determined under which the zero solution of the corresponding hybrid system is also asymptotically stable.

Authors: A. Yu. Aleksandrov, A. V. Platonov

Direction: Instrument Engineering and Information Technology

Keywords: Switched systems, stability, Lyapunov functions

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