DIFFEOMORPHISMS WITH POSITIVE METRIC ENTROPY A. AVILA, S. CROVISIER, AND A. WILKINSON Abstract. We obtain a dichotomy for C 1 -generic, volume preserving diffeomorphisms: either all the Lyapunov exponents of almost every - Hyperbolic set - Document - PDFSEARCH.IO

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	DIFFEOMORPHISMS WITH POSITIVE METRIC ENTROPY A. AVILA, S. CROVISIER, AND A. WILKINSON Abstract. We obtain a dichotomy for C 1 -generic, volume preserving diffeomorphisms: either all the Lyapunov exponents of almost every Add to Reading List Document Date: 2014-08-20 01:53:00 Open Document File Size: 2,55 MB Share Result on Facebook Company Hertz / Sun / / Facility Stable Ergodicity Conjecture / Pesin stable / The stable / Stable Ergodicity / / IndustryTerm conservative systems / involved applications / canonical systems / iterated function systems / perturbation tools / dynamical systems / canonical1 systems / hyperbolic systems / / NaturalFeature Sinai / / Organization National Science Foundation / / Person George Birkhoff / / ProvinceOrState South Carolina / / Technology Av / GPS / / SocialTag Mathematics Topology Diffeomorphisms Anosov diffeomorphism Lyapunov exponent Stable manifold Hyperbolic set Ergodic hypothesis Stability theory Dynamical systems

DIFFEOMORPHISMS WITH POSITIVE METRIC ENTROPY A. AVILA, S. CROVISIER, AND A. WILKINSON Abstract. We obtain a dichotomy for C 1 -generic, volume preserving diffeomorphisms: either all the Lyapunov exponents of almost everyAdd to Reading List