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Abstract: Coupled map lattices are a paradigm of higher-dimensional dynamical systemsexhibiting spatio-temporal chaos. A special case of non-hyperbolic maps areone-dimensional map lattices of coupled Chebyshev maps with periodic boundaryconditions, called chaotic strings. In this short note we show that the finestructure of the self energy of this chaotic string in the scaling region i.e.for very small coupling is retained if we reduce the length of the string tothree lattice points.



Autor: S. Groote, H. Veermäe

Fuente: https://arxiv.org/







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