Lag Synchronization in Mean Square of Stochastic Complex Networks with Multiple Mixed Delays via Impulsive Control

In this paper, the lag synchronization problem in mean square of a class of complex stochastic networks with multiple mixed delays is studied. The mixed delays involved in this paper not only include n non-identical nonlinear time-varying delays and a coupled delay, but also include a infinite distributed delay. Using the impulsive differential inequality and the Lyapunov method, it is proved that this kind of the network can reach to be lag synchronization. Finally, two examples are given to illustrated to verify the effectiveness of our proposed result.