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REPORTS > KEYWORD > DOMINATING SET PROBLEM:
Reports tagged with dominating set problem:
TR08-066 | 16th July 2008
Noga Alon, Shai Gutner

Kernels for the Dominating Set Problem on Graphs with an Excluded Minor

Revisions: 1

The domination number of a graph $G=(V,E)$ is the minimum size of
a dominating set $U \subseteq V$, which satisfies that every
vertex in $V \setminus U$ is adjacent to at least one vertex in
$U$. The notion of a problem kernel refers to a polynomial time
algorithm that achieves ... more >>>




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