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It was investigated whether the phenomenon of "order+order=chaos" exists for chaotic continuous systems. It was shown that the bidirectional coupling of two ordered continuous dynamics can originate a chaotic dynamics via synchronization. We provide an explicit example of "order+order=chaos" by taking the Lorenz and Rssler systems in their periodic dynamics.
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Keywords:
- chaos/
- order/
- coupling/
- synchronization
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