We propose a new local search heuristic for graph coloring that searches very large neighborhoods. The heuristic is based on solving a max-cut problem at each step, while the max-cut problem is formally hard, fast heuristics that give "good" cuts are available to solve this. We provide computational results on benchmark instances. The proposed approach is based on similar heuristics used in computer vision.Anglai
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
The Graph Colouring Problem (GCP) is a well known N P-hard problem with many theoretical and practic...
International audienceThe graph coloring problem appears in numerous applications, yet many state-of...
International audienceThe graph coloring problem appears in numerous applications, yet many state-of...
International audienceThe graph coloring problem appears in numerous applications, yet many state-of...
In this paper a fast and simple local search algorithm for graph coloring is presented. The algorith...
Abstract. Graph coloring is a well known problem from graph theory that, when attacking it with loca...
Graph coloring is one of the hardest combinatorial optimization problems for which a wide variety of...
In this paper we develop a new graph colouring strategy. Our heuristic is an example of a so called ...
AbstractGraph coloring is one of the hardest combinatorial optimization problems for which a wide va...
this paper, we report on our experiences building implementations of vertex coloring and graph bandw...
AbstractMany optimization problems of practical interest are computationally intractable. Therefore,...
Local search (LS) is a widely used, general approach for solving hard combinatorial search problems,...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
The Graph Colouring Problem (GCP) is a well known N P-hard problem with many theoretical and practic...
International audienceThe graph coloring problem appears in numerous applications, yet many state-of...
International audienceThe graph coloring problem appears in numerous applications, yet many state-of...
International audienceThe graph coloring problem appears in numerous applications, yet many state-of...
In this paper a fast and simple local search algorithm for graph coloring is presented. The algorith...
Abstract. Graph coloring is a well known problem from graph theory that, when attacking it with loca...
Graph coloring is one of the hardest combinatorial optimization problems for which a wide variety of...
In this paper we develop a new graph colouring strategy. Our heuristic is an example of a so called ...
AbstractGraph coloring is one of the hardest combinatorial optimization problems for which a wide va...
this paper, we report on our experiences building implementations of vertex coloring and graph bandw...
AbstractMany optimization problems of practical interest are computationally intractable. Therefore,...
Local search (LS) is a widely used, general approach for solving hard combinatorial search problems,...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...
Given an edge-weighted graph and an integer k, the generalized graph coloring problem is the problem...