Some Indices on Divisor Graph of First N Natural Numbers

Topological indices are numbers that describe the topology of a graph and are used to analyze chemical compounds and their properties. They are an important topic in graph theory and have applications in various fields such as chemistry and mathematical chemistry. The study of topological indices helps in understanding the structure and properties of molecules and compounds. In this article, we introduce a graph, Divisor Graph which is an ordered pair (V, E) where and for all if and only if . Also, we compute the weiner index, hyper weiner index, harary index, hyper harary index, Mostar index of Divisor graph.