On properties of hyperchaos: Case study |
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| Authors: | Liu Zengrong Chen Liqun Yang Ling |
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| Institution: | (1) LNM, The Institute of Mechanics, Academia Sinica, 100080 Beijing, China;(2) Dept. of Math., Shanghai University, 201800 Shanghai, China |
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| Abstract: | Some properties of hyperchaos are exploited by studying both uncoupled and coupled CML. In addition to usual properties of
chaotic strange attractors, there are other interesting properties, such as: the number of unstable periodic points embedded
in the strange attractor increases dramatically increasing and a large number of low-dimensional chaotic invariant sets are
contained in the strange attractor. These properties may be useful for regarding the edge of chaos as the origin of complexity
of dynamical systems.
The project supported by the National Natural Science Foundation of China |
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| Keywords: | hyperchaos strange attractor unstable periodic point pattern formation |
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