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Attractors for discrete periodic dynamical systemsAuthor(s): John E. Franke; James F. Selgrade
Source: J. Math Anal. Appl. 286: 64-79
Publication Series: Miscellaneous Publication
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DescriptionA mathematical framework is introduced to study attractors of discrete, nonautonomous dynamical systems which depend periodically on time. A structure theorem for such attractors is established which says that the attractor of a time-periodic dynamical system is the unin of attractors of appropriate autonomous maps. If the nonautonomous system is a perturbation of an autonomous map, properties that the nonautonomous attractor inherits from the autonomous attractor are discussed.
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CitationFranke, John E.; Selgrade, James F. 2003. Attractors for discrete periodic dynamical systems. J. Math Anal. Appl. 286: 64-79
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