Abstract
The strange sets which arise in deterministic low-dimensional dynamical systems are analysed in terms of (unstable) cycles and their eigenvalues. The general formalism of cycle expansions is introduced and its convergence discussed.
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R Artuso1, E Aurell1 and P Cvitanovic1
Published under licence by IOP Publishing Ltd
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Citation R Artuso et al 1990 Nonlinearity 3 325
DOI 10.1088/0951-7715/3/2/005
527 Total downloads
The strange sets which arise in deterministic low-dimensional dynamical systems are analysed in terms of (unstable) cycles and their eigenvalues. The general formalism of cycle expansions is introduced and its convergence discussed.