Publication date
May 1988
DOI Publisher
Published by Elsevier Inc. ISSN
0001-8708Abstract
AbstractThis note will show, as an immediate consequence of a theorem of Fried, that many Hénon maps are not expansive
AbstractThis note will show, as an immediate consequence of a theorem of Fried, that many Hénon maps are not expansive
AbstractTheorem. Let ƒ:X→X be an expansive homeomorphism of a compact metric space onto itself and l...
In this work we introduce and explore a rescaled-theory of local stable and unstable sets for rescal...
AbstractA homeomorphism f: X → X of a metric space X with metric d is expansive if there is c > 0 su...
AbstractThis note will show, as an immediate consequence of a theorem of Fried, that many Hénon maps...
AbstractWe study the question whether the composite of two expansive maps is itself expansive. The a...
AbstractThe notions of locally expansive, positively expansive, expanding in the sense of Ruelle and...
AbstractIn this paper, we study expansive homeomorphisms from a point of view of continuum theory
We study the rate of convergence to zero of the tail entropy of C-infinity maps. We give an upper bo...
We prove that the set of points doubly asymptotic to a point has measure zero with respect to any ex...
Abstract. A homeomorphism h: X → X is called expansive provided that for some fixed c> 0 and ever...
AbstractA homeomorphism h:X→X is expansive provided that there exists a constant c>0 and for every x...
Let f : M → M be a Cr-diffeomorphism, r ≥ 1, deffined on a closed manifold M. We prove t...
AbstractIt is proved that every expansive homeomorphism of a compact space has a hyperbolic metric
Abstract. A homeomorphism h: X − → X of a compactum X is expansive provided that for some fixed c>...
AbstractIn [20, 21], Plykin proved that for each n=3, 4,… there exists a map f of a graph G onto its...
AbstractTheorem. Let ƒ:X→X be an expansive homeomorphism of a compact metric space onto itself and l...
In this work we introduce and explore a rescaled-theory of local stable and unstable sets for rescal...
AbstractA homeomorphism f: X → X of a metric space X with metric d is expansive if there is c > 0 su...
AbstractThis note will show, as an immediate consequence of a theorem of Fried, that many Hénon maps...
AbstractWe study the question whether the composite of two expansive maps is itself expansive. The a...
AbstractThe notions of locally expansive, positively expansive, expanding in the sense of Ruelle and...
AbstractIn this paper, we study expansive homeomorphisms from a point of view of continuum theory
We study the rate of convergence to zero of the tail entropy of C-infinity maps. We give an upper bo...
We prove that the set of points doubly asymptotic to a point has measure zero with respect to any ex...
Abstract. A homeomorphism h: X → X is called expansive provided that for some fixed c> 0 and ever...
AbstractA homeomorphism h:X→X is expansive provided that there exists a constant c>0 and for every x...
Let f : M → M be a Cr-diffeomorphism, r ≥ 1, deffined on a closed manifold M. We prove t...
AbstractIt is proved that every expansive homeomorphism of a compact space has a hyperbolic metric
Abstract. A homeomorphism h: X − → X of a compactum X is expansive provided that for some fixed c>...
AbstractIn [20, 21], Plykin proved that for each n=3, 4,… there exists a map f of a graph G onto its...
AbstractTheorem. Let ƒ:X→X be an expansive homeomorphism of a compact metric space onto itself and l...
In this work we introduce and explore a rescaled-theory of local stable and unstable sets for rescal...
AbstractA homeomorphism f: X → X of a metric space X with metric d is expansive if there is c > 0 su...
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