PARTIALLY HYPERBOLIC DIFFEOMORPHISMS WITH UNIFORMLY COMPACT CENTER FOLIATION: THE QUOTIENT DYNAMICS DORIS BOHNET AND CHRISTIAN BONATTI Abstract. We show that a partially hyperbolic C 1 -diffeomorphism f : M → M with a - Reeb stability theorem - Document - PDFSEARCH.IO

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	PARTIALLY HYPERBOLIC DIFFEOMORPHISMS WITH UNIFORMLY COMPACT CENTER FOLIATION: THE QUOTIENT DYNAMICS DORIS BOHNET AND CHRISTIAN BONATTI Abstract. We show that a partially hyperbolic C 1 -diffeomorphism f : M → M with a Add to Reading List Document Date: 2012-10-10 05:16:00 Open Document File Size: 456,63 KB Share Result on Facebook City Hamburg / / IndustryTerm chaotic dynamical systems / important tool / hyperbolic systems / / Movie From now on / / OperatingSystem L3 / / Organization Department of Mathematics / / Person DORIS BOHNET / CHRISTIAN BONATTI / / Position author / first author / / Product Cowon D2+ Portable Audio Device / / ProvinceOrState Newfoundland / / SocialTag Foliations Mathematical analysis Calculus General topology Reeb stability theorem Holonomy Metric space Uniform continuity Continuous function Topology

PARTIALLY HYPERBOLIC DIFFEOMORPHISMS WITH UNIFORMLY COMPACT CENTER FOLIATION: THE QUOTIENT DYNAMICS DORIS BOHNET AND CHRISTIAN BONATTI Abstract. We show that a partially hyperbolic C 1 -diffeomorphism f : M → M with a Add to Reading List