Relative Concepts of Group Ze on Sum Graph with some Topological Indices

In this paper, we investigate on the graph theory in the sum of orders' group Ze,
$e$
is even number it is can desecrate by factorization prime numbers. This concept of two distinct orders the sum it is always greatest than and equal (or just greater than) the order of the group Z
e
. We show that the group sum graph of Ze are connected, cycle, etc. If it satisfied some properties of the graph theory and founded for some special the degree of graphs with mined and compute for some of topological indices' via generalized it.