2024
DOI: 10.37256/cm.5120243029
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Topological Indices and Structural Properties of Cubic Power Graph of Dihedral Group

Pankaj Rana,
Amit Sehgal,
Pooja Bhatia
et al.

Abstract: The cubic power graph of finite group G with identity element e, is an undirected finite, simple graph in which a pair of distinct vertices x, y have an edge iff xy = z3 or yx = z3 for any z ∈ Dn with z3 ≠ e. In this paper, we have studied the structural representation of the cubic power graph of the dihedral group and various structural properties such as clique, girth, vertex degree, chromatic number, independent number, matching number, perfect matching, dominating number, etc. We have also calculated vario… Show more

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