Synchronization analysis of complex dynamic networks with aperiodic quantized intermittent control

Abstract

The synchronization of complex dynamic networks with multiple time-varying delays has attracted wide attentions. Based on aperiodic quantized intermittent control strategy, we discuss the exponential synchronization problem of a class of coupled dynamic complex networks with time-varying delays. By constructing an appropriate time-dependent Lyapunov function and through strict theoretical analysis, we derive some sufficient conditions for exponential synchronization of the dynamic networks. The numerical simulation results demonstrate the effectiveness and validity of the theoretical results.