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2008 International Workshop on Dynamical System and Realted Topics
(2008 / vol.10 / no.2) |
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| Measurable and topological entropy dimensions |
| Kyewon Koh Park |
Pages. 159-162  |
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We state a couple of theorems on topological or metric entropy
dimension which was introduced to measure the complexity of
entropy zero systems. Entropy dimension measures the
superpolynomial, but subexponential growth rate of orbits. It is
the notion to classify the complexity of entropy zero systems. |
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1. Introduction
2. Definitions and results |
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