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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...
A class of uncertain time-varying complex dynamical networks is studied in this paper and a model introduced. On the grounds of that model then the locally and globally decentralized synchronization of these networks are thoroughly investigated. Several network synchronization criteria are deduced. Especially, the assumptions adopted and decentralized control laws designed are considerably simple...
The stabilization problem of composite interconnected linear dynamic systems with delays and uncertainties in the plant interconnections and without is studied. Such a problem appears in the control of interconnected plant systems via networked interconnections. Conditions are derived when time-delays in the interconnections do not to impose difficulties to decentralized stabilization control of the...
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