A mixing dynamical system on the Cantor set (Q1895294)
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scientific article; zbMATH DE number 785318
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A mixing dynamical system on the Cantor set |
scientific article; zbMATH DE number 785318 |
Statements
A mixing dynamical system on the Cantor set (English)
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21 January 1996
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The author studies mixing properties (ergodic, weak mixing and strong mixing) of a dynamical system on the Cantor set by showing that the one- sided \(({1\over 2}, {1\over 2})\)-shift map is isomorphic to a measure- preserving transformation defined on the Cantor set. The context of the paper is the measure-theoretic one and the measures to be considered are the probability measures.
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ergodic
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mixing properties
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weak mixing
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strong mixing
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dynamical system
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Cantor set
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measure-preserving transformation
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0.7994917035102844
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0.7748998403549194
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0.7735530734062195
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