COMPLEMENT DEGREE POLYNOMIAL OF SOME GRAPH OPERATIONS
G = (V, E) be a simple undirected graph of order n and let CD(G, i) be the set of vertices of degree i in complement graph G of G and let Cdi(G) = |CD(G, i)|. Then complement degree polynomial of G is defined as
In this paper, focus on complement degree polynomial of some graph operations and then derive some properties of this polynomial.
