Abstract
In this paper, the problem concerning function matrix projective synchronization (FMPS) for two different coupled complex dynamical networks with nonidentical nodes of different dimensions is investigated, in which the internal time delay is different from the coupling delay. With the aid of Lyapunov stability theory and mathematical induction, a hybrid feedback control protocol is proposed to achieve the FMPS. In contrast to most existing results, the symmetric or diffusive criteria for the coupling matrices are not needed. Numerical example is presented to illustrate the effectiveness and conservatism reduction of the proposed scheme.
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