CYCLIC SUBGROUP GRAPH OF A FINITE GROUP
Jagdeep Singh, S Shenbaga Devi · International Journal of Pure and Apllied Mathematics · 2016
The cyclic subgroup graph Γz(G) of a finite group G is a graph in which the cyclic subgroups are vertices and two distinct subgroups are adjacent if one of them is a subset of the other.In this paper few parameters in cyclic subgroup graph of a finite group such as independence number, chromatic number and matching number are studied.Also the independence number of power graph and cyclic subgroup graph of a finite group are found to be same.