The status σ (u) σ (u) of a vertex u is defined as the sum of the distances between u and all
other vertices of a graph G. In this paper we have defined the first and second status …

In theoretical chemistry, the eccentric connectivity index ξ (G) of a molecular graph G was
introduced as ξ (G)=∑ v∈ V (G) d (v) ɛ (v) where d (v) expresses the degree of vertex v and …

The eccentric distance sum is a novel topological index that offers a vast potential for
structure activity/property relationships. For a graph G, it is defined as ξd (G)=∑ v∈ Vε (v) D …

Let G=(V, E) be a simple connected graph with vertex set V (G) and edge set E (G). A
molecular graph is a simple connected graph such that its vertices correspond to the atoms …

Let G be a simple connected graph with the vertex set V (G). The eccentric distance sum of G
is defined as ξd (G)=∑ v∈ V (G) ε (v) DG (v), where ε (v) is the eccentricity of the vertex v …

The connective eccentricity index (CEI) of a graph G is defined as, where ε G (.) denotes the
eccentricity of the corresponding vertex. The CEI obligates an influential ability, which is due …

Abstract Let G=(VG, EG) be a simple connected graph. The eccentric distance sum of G is
defined as ξ d (G)=∑ v∈ VG ε G (v) DG (v), where ε G (v) is the eccentricity of the vertex v …

The eccentricity of a vertex is the maximum distance from it to another vertex and the
average eccentricity ecc (G) of a graph G is the mean value of eccentricities of all vertices of …

Chemical graph theory has become the eye of chemists to manipulate each compound for
its multipartite physiochemical properties when investigated through topological invariants …

We introduce the general eccentric connectivity index of a graph G, ECI α (G)=∑ v∈ V (G)
ecc G (v) d G α (v) for α∈ R, where V (G) is the vertex set of G, ecc G (v) is the eccentricity of …