Fast algorithms for Vizing's theorem on bounded degree graphs

Vizing's theorem states that every graph G of maximum degree Δ can be properly edge-colored using Δ+1 colors. The fastest currently known (Δ+1)-edge-coloring algorithm for general graphs is due to Sinnamon and runs in time O(mn), where n≔|V(G)| and m≔|E(G)|. We investigate the case when Δ is co...

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Vydané v:	Journal of combinatorial theory. Series B Ročník 175; s. 69 - 125
Hlavní autori:	Bernshteyn, Anton, Dhawan, Abhishek
Médium:	Journal Article
Jazyk:	English
Vydavateľské údaje:	Elsevier Inc 01.11.2025
Predmet:	[formula omitted] model Distributed algorithm Edge-coloring Linear-time algorithm Vizing's theorem Edge-coloring LOCAL model Vizing's theorem Distributed algorithm Linear-time algorithm
ISSN:	0095-8956
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