dominating set

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A set of vertices of a graph, such that each vertex in that graph is either in that set or adjacent to some vertex in that set
(İstatistik) In graph theory, a dominating set for a graph G = (V, E) is a subset V′ of V such that every vertex not in V′ is joined to at least one member of V′ by some edge. The domination number γ(G) is the number of vertices in the smallest dominating set for G
dominating set

    Hyphenation

    do·mi·nat·ing SET

    Turkish pronunciation

    dämıneytîng set

    Pronunciation

    /ˈdäməˌnātəɴɢ ˈset/ /ˈdɑːməˌneɪtɪŋ ˈsɛt/
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