Group Synchronization of Nonlinear Complex Dynamics Networks with Sampled Data

الملخص EN

Based on a nonlinear consensus protocol, this paper considers the group synchronization of complex dynamical networks with sampled data.

Using the Lyapunov method, the group synchronization of the nonlinear complex networks is analyzed.

All the nodes in each group can converge to their own synchronous state asymptotically, if the sampled period satisfies some matrix inequality conditions.

Furthermore, the theoretical results are verified by some simulations.