AbstractThis paper is the first article in a series devoted to the study of the following general problem on vertex colorings of graphs. Suppose that some vertices of a graph G are assigned to some colors. Can this ‘precoloring’ be extended to a proper coloring of G with at most k colors (for some given k)? This question was motivated by practical problems in scheduling and VLSI theory. Here we investigate its complexity status for interval graphs and for graphs with a bounded treewidth
In the precoloring extension problem (PrExt) a graph is given with some of the vertices having a pre...
AbstractThe problem of coloring a set of n intervals (from the real line) with a set of k colors is ...
A proper edge-coloring of a graph G with colors 1, , t is called an interval cyclic t coloring if...
AbstractIn the precoloring extension problem a graph is given with some of the vertices having preas...
AbstractIn the precoloring extension problem a graph is given with some of the vertices having preas...
AbstractIn the precoloring extension problem (PREXT) a graph is given with some of the vertices havi...
In the Intervalizing Coloured Graphs problem, one must decide for a given graph G = (V, E) with a pr...
In the Intervalizing Coloured Graphs problem, one must decide for a given graph G = (V, E) with a pr...
AbstractIn the precoloring extension problem (PREXT) a graph is given with some of the vertices havi...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
AbstractThis paper is complementary to Kubale (1989). We consider herein a problem of interval color...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
In the precoloring extension problem (PrExt) a graph is given with some of the vertices having a pre...
AbstractThe problem of coloring a set of n intervals (from the real line) with a set of k colors is ...
A proper edge-coloring of a graph G with colors 1, , t is called an interval cyclic t coloring if...
AbstractIn the precoloring extension problem a graph is given with some of the vertices having preas...
AbstractIn the precoloring extension problem a graph is given with some of the vertices having preas...
AbstractIn the precoloring extension problem (PREXT) a graph is given with some of the vertices havi...
In the Intervalizing Coloured Graphs problem, one must decide for a given graph G = (V, E) with a pr...
In the Intervalizing Coloured Graphs problem, one must decide for a given graph G = (V, E) with a pr...
AbstractIn the precoloring extension problem (PREXT) a graph is given with some of the vertices havi...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
AbstractThis paper is complementary to Kubale (1989). We consider herein a problem of interval color...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
Given a set of intervals on the real line, an interval graph is de®ned by a set of vertices associat...
In the precoloring extension problem (PrExt) a graph is given with some of the vertices having a pre...
AbstractThe problem of coloring a set of n intervals (from the real line) with a set of k colors is ...
A proper edge-coloring of a graph G with colors 1, , t is called an interval cyclic t coloring if...