Synchronization Control of Switched Complex Networks with Additive Delays

The synchronization control problem for a class of switched complex networks with additive time-varying delays is studied.Firstly,the switched complex network drive-response system for system node parameter switching is studied.The appropriate Lyapunov function is constructed under the influence of additive time delay.According to Lyapunov stability theory and inequality technique,the sufficient conditions for mean-square exponential synchronization of the system are obtained.And these conclusions are expressed by linear matrix inequality (LMI).Secondly,the matrix inequality is solved by using LMI toolbox to synchronize the master-slave system.Finally,a numerical example is given to verify the effectiveness of the proposed method.