Finite-time Synchronization of Complex Networks with Intermittent Event-Triggered Control

Abstract

This conference focuses on finite-time synchronization (FtSyn) of complex networks(CNs) by designing an intermittent event-triggered control. First, an improved finite-time stability with intermittent divergence of system’s state is provided, which does not demand all the intervals of convergence and divergence are periodic and proportional to greater than 1. Then, with the aid of multiple Lyapunov functions and convex combination techniques, sufficient conditions ensuring FtSyn of CNs are obtained, which are formulated by a set of linear matrix inequalities. Finally, a numerical application of the suggested theories to Chua’s system is offered to illustrate their usefulness.