A classical ergodic property for IFS: A simple proof B. Forte1;2 , F. Mendivil2 1 Facolta di Scienze MM. FF. e NN. a Ca Vignal - Asymptotic equipartition property - Document - PDFSEARCH.IO

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	A classical ergodic property for IFS: A simple proof B. Forte1;2 , F. Mendivil2 1 Facolta di Scienze MM. FF. e NN. a Ca Vignal Add to Reading List Document Date: 2007-07-23 21:51:05 Open Document File Size: 122,50 KB Share Result on Facebook City Verona / Springer Verlag / New York / / Company Lg / Dynamical Systems / / Country Italy / Canada / / / Facility Mathematics University of Waterloo Waterloo / / Organization Indiana Univ. / Department of Applied Mathematics Faculty / Mathematics University of Waterloo Waterloo / / ProvinceOrState Indiana / New York / Ontario / / SocialTag Integration by substitution Fourier analysis Measure theory Mathematical series Asymptotic equipartition property Knaster–Tarski theorem Mathematical analysis Mathematics Ergodic theory

A classical ergodic property for IFS: A simple proof B. Forte1;2 , F. Mendivil2 1 Facolta di Scienze MM. FF. e NN. a Ca VignalAdd to Reading List