Embedding into \(l_{\infty }^{2}\) is easy, embedding into \(l_{\infty}^{3}\) is NP-complete (Q938314)
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scientific article; zbMATH DE number 5313113
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Embedding into \(l_{\infty }^{2}\) is easy, embedding into \(l_{\infty}^{3}\) is NP-complete |
scientific article; zbMATH DE number 5313113 |
Statements
Embedding into \(l_{\infty }^{2}\) is easy, embedding into \(l_{\infty}^{3}\) is NP-complete (English)
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19 August 2008
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Embedding
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Algorithm
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NP-complete
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Metric space
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Möbius
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0.8885231
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0.8861871
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0.8142131
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0.81007975
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0.80745846
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0.7947381
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0.78749114
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