Minimal subshifts which display Schweizer-Smítal chaos and have zero topological entropy

Minimal subshifts which display Schweizer-Smítal chaos and have zero topological entropy

A class of minimal subshifts which display Schweizer-Smital chaos and have zero topotogical entropy is constructed, and it is proved that for a compact system, the positive topological entropy is not generally equivalent to Schweizer-Smital chaos occurring on the measure centre.

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Veröffentlicht in:Science China. Mathematics 1998-01, Vol.41 (1), p.33-38
Hauptverfasser: Gongfu, Liao, Qinjie, Fan
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Sprache:eng
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Entropy
Topology
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container_title Science China. Mathematics
container_volume 41
creator Gongfu, Liao
Qinjie, Fan
description A class of minimal subshifts which display Schweizer-Smital chaos and have zero topotogical entropy is constructed, and it is proved that for a compact system, the positive topological entropy is not generally equivalent to Schweizer-Smital chaos occurring on the measure centre.
doi_str_mv 10.1007/BF02900769
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identifier ISSN: 1006-9283
ispartof Science China. Mathematics, 1998-01, Vol.41 (1), p.33-38
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1862-2763
1869-1862
language eng
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source SpringerNature Journals; Alma/SFX Local Collection
subjects Entropy
Topology
title Minimal subshifts which display Schweizer-Smítal chaos and have zero topological entropy
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