In this note, we use a reduction by Cornaz and Jost from the graph (max-)coloring problem to the maximum (weighted) stable set problem in order to characterize new graph classes where the graph coloring problem and the more general max-coloring problem can be solved in polynomial time.Fil: Bonomo, Flavia. Consejo Nacional de Invest.cientif.y Tecnicas. Oficina de Coordinacion Administrativa Ciudad Universitaria. Instituto de Investigaciones Matematicas;Fil: Giandomenico, Monia. Università di L’Aquila. Dipartimento di Informatica, Italia;Fil: Rossi, Fabrizio. Università di L’Aquila. Dipartimento di Informatica, Italia
Dans cette thèse, nous étudions des problèmes différents de coloration maximale dans les graphes som...
In this paper, we introduce two powerful graph reductions for the maximum weighted stable set (mwss)...
Abstract. Given a graph G = (V,E) and positive integral vertex weights w: V → N, the max-coloring pr...
In Vertex Coloring Problems, one is required to assign a color to each vertex of an undirected graph...
Cette thèse traite de la coloration de graphe, de la coloration par liste,d'ensembles indépendants d...
En esta Tesis estudiamos variantes del problema de coloreo de grafos para varias familias de grafos,...
We describe a new branch-and-bound algorithm for the exact solution of the maximum cardinality stabl...
We present an O(n5) algorithm that computes a maximum stable set of any perfect graph with no balanc...
AbstractFor some special classes of graphs an optimal coloring can be obtained by the “Kempe method”...
AbstractThe graph coloring problem is NP-hard in the set of all graphs. In this note we combine two ...
We present an O(n5) algorithm that computes a maximum stable set of any perfect graph with no balanc...
We approximately solve, by reduction to Maximum Clique, the graph k-coloring NP-hard problem in a bi...
In this article the Lovász–Plummer clique reduction is extended to the weighted case and used to fin...
Graph coloring is a central problem in graph theory and has numerous applications in diverse areas o...
The objective of a combinatorial optimization problem is to find an element that maximizes a given f...
Dans cette thèse, nous étudions des problèmes différents de coloration maximale dans les graphes som...
In this paper, we introduce two powerful graph reductions for the maximum weighted stable set (mwss)...
Abstract. Given a graph G = (V,E) and positive integral vertex weights w: V → N, the max-coloring pr...
In Vertex Coloring Problems, one is required to assign a color to each vertex of an undirected graph...
Cette thèse traite de la coloration de graphe, de la coloration par liste,d'ensembles indépendants d...
En esta Tesis estudiamos variantes del problema de coloreo de grafos para varias familias de grafos,...
We describe a new branch-and-bound algorithm for the exact solution of the maximum cardinality stabl...
We present an O(n5) algorithm that computes a maximum stable set of any perfect graph with no balanc...
AbstractFor some special classes of graphs an optimal coloring can be obtained by the “Kempe method”...
AbstractThe graph coloring problem is NP-hard in the set of all graphs. In this note we combine two ...
We present an O(n5) algorithm that computes a maximum stable set of any perfect graph with no balanc...
We approximately solve, by reduction to Maximum Clique, the graph k-coloring NP-hard problem in a bi...
In this article the Lovász–Plummer clique reduction is extended to the weighted case and used to fin...
Graph coloring is a central problem in graph theory and has numerous applications in diverse areas o...
The objective of a combinatorial optimization problem is to find an element that maximizes a given f...
Dans cette thèse, nous étudions des problèmes différents de coloration maximale dans les graphes som...
In this paper, we introduce two powerful graph reductions for the maximum weighted stable set (mwss)...
Abstract. Given a graph G = (V,E) and positive integral vertex weights w: V → N, the max-coloring pr...