Given graph G = (V, E), a dominating set S is a subset of vertex set V such that any vertex not in S is adjacent to at least one vertex in S. The domination number of a graph G is the minimum size of the dominating sets of G. In this paper we study some results on domination number, connected, independent, total and restrained domination number denoted by γ(G), γ c (G) ,γ i (G), γ t (G) and γ r (G) respectively in Jahangir graphs J 2,m .
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