Extensions of zero-dimensional dynamical systems and hyperbolic attractors

RJ Fokkink, J Keesling, LG Oversteegen

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Motivated by a topological classification of tiling spaces by Barge and Diamond, we construct extensions of zero-dimensional dynamical systems by blowing up a first-category invariant set. In particular, it is possible to create an arbitrary number of asymptotic pairs in any dynamical system. Keywords: Residual extension; Hyperbolic attractor
Original languageUndefined/Unknown
Pages (from-to)83-86
Number of pages4
JournalTopology and Its Applications: a journal devoted to general, geometric, set-theoretic and algebraic topology
Issue number1-2
Publication statusPublished - 2005


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