Brooks-type colourings of digraphs in linear time
Brooks' Theorem is a fundamental result on graph colouring, stating that the chromatic number of a graph is almost always upper bounded by its maximal degree. Lovász showed that such a colouring may then be computed in linear time when it exists. Many analogues are known for variants of (di)gra...
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Veröffentlicht in: | arXiv.org 2024-05 |
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