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Parameterized Problems on Coincidence Graphs
[chapter]

2006
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Lecture Notes in Computer Science
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A (k, r)-tuple is a word of length r on an alphabet of size k. A graph is (k, r)-representable if we can assign a (k, r)-tuple to each vertex such that two vertices are connected iff the associated tuples agree on some component. We study the complexity of several graph problems on (k, r)-representable graphs, as a function of the parameters k, r; the problems under study are Maximum Independent Set, Minimum Dominating Set and Maximum Clique. In this framework, there are two classes of

doi:10.1007/11940128_27
fatcat:uh23e23abnhhpkbfzmnvuxsejy