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In this paper we introduce the notion of \emph{``robust special \linebreak Anosov endomorphisms"}, and show that Anosov endomorphisms of tori which are not neither an Anosov diffeomorphism nor an expanding map, are not robust special.
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참고문헌 (12)
참고문헌 신청
D. V. Anosov / 1967 / Geodesic flows on closed Riemann manifolds with negative curvature / Proceedings of the Steklov Institute of Mathematics (90)
N. Aoki / 1994 / Topological Theory of Dynamical Systems / North-Holland Publishing Co
Louis Auslander / 1960 / Bieberbach's Theorems on Space Groups and Discrete Uniform Subgroups of Lie Groups / The Annals of Mathematics 71(3):579
K. Dekimpe / 2011 / What is ... an infra-nilmanifold endomorphism? / Notices Amer. Math. Soc 58(5):688~689
K. Dekimpe / 2012 / What an infra-nilmanifold endomorphism really should be... / Topol. Meth-ods Nonlinear Anal 40(1):111~136
N. Aoki / 1994 / Topological Theory of Dynamical Systems / North-Holland Publishing Co
Louis Auslander / 1960 / Bieberbach's Theorems on Space Groups and Discrete Uniform Subgroups of Lie Groups / The Annals of Mathematics 71(3):579
K. Dekimpe / 2011 / What is ... an infra-nilmanifold endomorphism? / Notices Amer. Math. Soc 58(5):688~689
K. Dekimpe / 2012 / What an infra-nilmanifold endomorphism really should be... / Topol. Meth-ods Nonlinear Anal 40(1):111~136
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