Classification of minimal networks on a complete surface of constant negative curvature with three ``parabolic ends'' (Q1866860)
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scientific article; zbMATH DE number 1899978
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Classification of minimal networks on a complete surface of constant negative curvature with three ``parabolic ends'' |
scientific article; zbMATH DE number 1899978 |
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Classification of minimal networks on a complete surface of constant negative curvature with three ``parabolic ends'' (English)
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23 April 2003
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The author describes the locally minimal networks on surfaces homeomorphic to the sphere with three points removed. All embeddings of such networks into the Lobachevskij plane up to isometry are presented. This allows the investigation of the problem on their ``correctness''.
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surface homeomorphic to sphere
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classification of minimal networks
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0.8564187288284302
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0.8521747589111328
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0.7839324474334717
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0.7771729826927185
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