Is Entropy Effectively Computable? Given an explicit dynamical system and given > 0 , is it possible in principle to compute the associated entropy, either topological or measure-theoretic, with a maximum error of ? - Topological entropy in physics - Document - PDFSEARCH.IO

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	Is Entropy Effectively Computable? Given an explicit dynamical system and given > 0 , is it possible in principle to compute the associated entropy, either topological or measure-theoretic, with a maximum error of ? Add to Reading List Document Date: 2002-01-29 19:56:44 Open Document File Size: 61,82 KB Share Result on Facebook City Kyoto / / Company Dynamical Systems / / Country Japan / / Facility T. Hall / College Park / / OperatingSystem Hurd / / Organization American Mathematical Society / / Person J. Keesling / K. Peterson / Shi Hai Li / L. Block / Mary Rees / / URL www.dynamical-systems.org / www.liv.ac.uk/∼pcollins / www.expm.t.u-tokyo.ac.jp/∼kanamaru/Chaos / / SocialTag Mathematics Probability and statistics Condensed matter physics Statistical mechanics Philosophy of thermal and statistical physics Topological entropy Entropy Diffeomorphism Torus Physics

Is Entropy Effectively Computable? Given an explicit dynamical system and given  > 0 , is it possible in principle to compute the associated entropy, either topological or measure-theoretic, with a maximum error of  ? Add to Reading List