| Abstrakt: |
In this study, we provie a few concepts in connection with the neutrosophic sets, single valued neutrosophic sets, and we focus on topological indices (TI) for neutrosophic graphs. Chemical graph theory is a wonderful part of graph theory that has various implementations linked to chemistry. The topological index (TI) is a real number correlated with the graph [8], it measured as a constitutional constant. It's determined that the properties of chemical compounds have a powerful correlation with their topological indices. [7]. In this article, we have examined different type of indices in neutrosophic graphs. These indices are both degree -based and totally degree-based indices. After providing the definition of the topological indices in neutrosophic graphs (NG), we compute these indices several known graphs such as the cycle, path, star, wheel, complete, and bipartite complete neutrosophic graph. furthermore, of presenting a several propositions, we compare these indices, which are the most important degree-based and totally degree-based indicators. [ABSTRACT FROM AUTHOR] |
