On the topological indices of commuting graphs for finite non-Abelian groups
A topological index is a number generated from a molecular structure (ie, a graph) that
indicates the essential structural properties of the proposed molecule. Indeed, it is an …
indicates the essential structural properties of the proposed molecule. Indeed, it is an …
Hosoya polynomials of power graphs of certain finite groups
Assume that G is a finite group. The power graph P (G) of G is a graph in which G is its node
set, where two different elements are connected by an edge whenever one of them is a …
set, where two different elements are connected by an edge whenever one of them is a …
[PDF][PDF] On the normalized (distance) Laplacian spectrum of linear dependence graph of a finite-dimensional vector space
JM Jameson, G Indulal - Discrete Math. Lett, 2021 - dmlett.com
Let W be a finite-dimensional vector space over a finite field F. The linear dependence graph
Γ (W) of W is a simple graph whose vertices are the elements of the vector space W and two …
Γ (W) of W is a simple graph whose vertices are the elements of the vector space W and two …