Computing the topological entropy of multimodal maps via min-max sequences (Q406058)
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scientific article; zbMATH DE number 6340988
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Computing the topological entropy of multimodal maps via min-max sequences |
scientific article; zbMATH DE number 6340988 |
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Computing the topological entropy of multimodal maps via min-max sequences (English)
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8 September 2014
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Summary: We derive an algorithm to recursively determine the lap number (minimal number of monotonicity segments) of the iterates of twice differentiable \(l\)-modal map, enabling to numerically calculate the topological entropy of these maps. The algorithm is obtained by the min-max sequences -- symbolic sequences that encode qualitative information about all the local extrema of iterated maps.
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topological entropy
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interval maps
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multimodal maps
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0.92997307
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0.9110228
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0.8987112
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0.8985086
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0.88278997
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0.8775831
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0.8775831
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0.8729423
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