RADIUS, DIAMETER, MULTIPLISITAS SIKEL, DAN DIMENSI METRIK GRAF KOMUTING DARI GRUP DIHEDRAL
Abstract
Commuting graph C(G) of a non Abelian group G is graph that contains all elemen of G as its vertex set and two distinct vertices in C(G) will be adjacent if they are commute in G. In this paper we discuss about commuting graph of dihedral group D2n. We show radius, diameter, cycle multiplisity, and metric dimension of this commuting graph in several theorems with their proof
Moraref