Synchronization of networked chaotic systems with delay

概要

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In this paper we consider the synchronization problem for four identical chaotic systems unidirectionally or bidirectionally coupled using state/output feedback with time-delays. Firstly, we show using the small-gain theorem that the trajectories of diffusively coupled strictly semi-dissipative systems converge to a bounded region. Then, for symmetric networks of identical systems, we show that the synchronization problem can be reduced to the stability problem of retarded systems.
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