Synchronization of Stochastic Hybrid Coupled Systems via Completely Aperiodically Intermittent Discrete Observation Control

In this paper, we focus on the synchronization problem of stochastic coupled systems with Markovian switching (SCSMS) via completely aperiodically intermittent discrete observation control (CAIDOC). It is highly emphasized that CAIDOC releases the restrictions that the limits of rest and control widths and the maximum ratio of rest widths. And then, by applying the method of average control rate, the control strategy becomes more practical. Based on the Lyapunov method and the graph theory, some sufficient conditions are obtained to ensure SCSMS to achieve synchronization. Meanwhile, the theoretical results are applied to Rossler-like circuits with Markovian switching. Finally, some simulation results are presented to demonstrate the availability of the theoretical results.