Precoloring Extension. IV. General Bounds and List Colorings
Mih\'aly Hujter, Zsolt Tuza
TL;DR
This paper establishes a universal upper bound on the time complexity for solving the list-coloring problem in graphs, advancing understanding of its computational limits.
Contribution
It provides a general upper bound for the list-coloring problem's time complexity, extending previous results and offering new theoretical insights.
Findings
Proved a universal upper bound for list-coloring complexity
Enhanced understanding of graph list-coloring computational limits
Extended previous bounds to more general graph classes
Abstract
A guaranteed upper bound is proved for the time complexity of the list-coloring problem on graphs.
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Taxonomy
TopicsChemistry and Stereochemistry Studies