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A weighted general complex dynamical networks with coupling delay is proposed, which is undirected and connected. By some transformation, the synchronization of the complex networks is transferred equally into the asymptotical stability problem of a group of uncorrelated delay functional differential equations. Control of such networks is investigated by applying local feedback injections to a fraction...
This paper is concerned with synchronization in Lur'e complex dynamical networks with coupling delays. Every identical node in the network can be represented as a Lur'e system. The influence of coupling delays on synchronization in networks is taken into account. Based on a Lur'e-Postnikov Lyapunov functional, some delay-dependant synchronization criteria are derived by employing a delay decomposition...
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...
A class of weighted general complex dynamical networks with coupling delays is investigated. By some transformation, the synchronization problem of the complex networks is transferred equally into the asymptotical stability problem of a group of uncorrelated delay functional differential equations. Control of such networks is investigated by applying local feedback injections to a fraction of network...
Synchronization stability in complex dynamical networks with coupling delays is investigated. Nonlinear complex network system is transformed to linear system. A new criterion for global synchronization stability for the complex networks with coupling delays has been derived using an approach combining the Lyapunov-Krasovskii functional with LMI techniques. The results are related to the size of delays...
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