Complementary domination in Single valued neutrosophic graphs

Abstract

This paper deals with the concept of complementary domination corresponding to a Single valued neutrosophic graphs (SVNG). Further we study the bounds and characteristic of an inverse domination number (IDN) in various SVNG. A set I⊆Vis supposed to be an CDS in SVNG’s G(A,B)if D⊆Vremains a DS of G. I⊆(V-D) is a DS of V-D . The least among all the CDS’s is called an CDN γCD(G) of G(A,B). In this paper, we bring together the notion of a complementary domination (CD) in Single valued neutrosophic graphs (SVNG). Further we study the bounds as well as characteristic of a complementary domination number (CDN) in various SVNG.