Topological Anosov Maps of Non-compact Metric Spaces

2001东北数学：英文版Mathematics被引 11

摘要

Let X be a metric space. We say that a continuous surjection f: X→X is a topological Anosov map ( abbrev. TA-map) if f is expansive and has pseudo-orbit tracing property with respect to some compatible metric for X. This paper studies the properties of TA-maps of non-compact metric spaces and gives some conditions for the map to be topologically mixing.

引用本文（GB/T 7714）

杨润生. Topological Anosov Maps of Non-compact Metric Spaces[J]. 东北数学：英文版, 2001.

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