作者： J. Wojewoda , T. Kapitaniak
DOI:
关键词: Moment (mathematics) 、 Synchronization of chaos 、 Coupling (physics) 、 Computer science 、 Physical system 、 Attractor 、 Position (vector) 、 Synchronization 、 Topology 、 State (functional analysis)
摘要: We show that two coupled chaotic systems initially operating on different simultaneously co-existing attractors can be synchronized. Synchronization is achieved as one of the switches its evolution to attractor other one. Final synchronized state strongly depends actual position trajectories their in moment when coupling introduced. Our system considered an example locally intermingled basins attraction a physical system.