A combinatorial model of the Lipschitz metric for surfaces with punctures (Q2630627)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A combinatorial model of the Lipschitz metric for surfaces with punctures |
scientific article |
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A combinatorial model of the Lipschitz metric for surfaces with punctures (English)
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28 July 2016
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mapping class group
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Teichmüller space
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Teichmüller metric
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Thurston's asymmetric metric
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0.9210501
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0.89351046
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0.87385875
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0.87085295
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0.8698291
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0.8655237
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0.8652023
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0.8585745
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