IMPULSIVE CONTROL AND SYNCHRONIZATION ANALYSIS OF COMPLEX DYNAMICAL NETWORKS WITH NON-DELAYED AND DELAYED COUPLING

摘要

In the paper, the synchronization stability of a class of complex dynamical networks with non-delayed and delayed coupling is investigated. By establishing impulsive delay differential inequalities, sufficient conditions on the asymptotical stability of complex dynamical networks are derived. Some impulsive controllers are explicitly designed not only to achieve asymptotically stable for the complex networks based on the analysis, but also to ensure the convergence rate of complex networks. In the end, some numerical examples are also given to illustrate the effectiveness of the proposed method.