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In this paper, we study the synchronization problem for a wide class of weighted complex dynamical networks with nonlinear perturbations. We provide some conditions that ensure the robust (exponential) synchronization of weighted complex dynamical networks. Particularly, the main synchronization results in [1]-[3] can be recovered by our results. Numerical simulations are given to demonstrate our...
The synchronization analysis and control for a novel heterogeneous complex network with time-varying distributed delays and coupling delays are investigated in this paper. By employing Lyapunov-Skrasovskii functions, the sufficient conditions for global synchronization of the heterogeneous complex networks are derived. Besides, the optimal problems of maximum thresholds of time-varying delays are...
Synchronization problem for a class of complex networks consisting of N nonlinear dynamical nodes that are nonlinearly and diffusively coupled is solved in here. The global synchronization of such networks is investigated via Lyapunov stability theory. Under assumptions that measurements full state vectors of each node are available and coupling coefficients are known, a family of decentralized nonlinear...
In this paper, we investigates synchronization dynamics of complex networks by using proper nonlinear feedback controllers. By consider a new family of modified hyperchaotic systems as a note, globally exponential lag synchronization (GELS) of the complex model is studied, and Lyapunov stability criteria for the globally exponential lag synchronization is derived. Numerical simulations are used to...
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