1 citations · 3 across the 6 of their papers we have counts for
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The Szeged Index of Power Graph of Finite Groups
Subarsha Banerjee
The Szeged index of a graph is an invariant with several applications in chemistry. The power graph of a finite group is a graph having vertex set as in which two vertices…
On Structural Properties and Adjacency Spectrum of Coprime Graph of Integers
Subarsha Banerjee
Let denote the coprime graph having vertex set with any two vertices being adjacent if and only if . In this article, we first study s…
On Laplacian and Distance Laplacian Spectra of Generalized Fan Graph & a New Graph Class
Subarsha Banerjee, Soumya Ganguly
Given a graph , the Laplacian matrix of , is the difference of the adjacency matrix and , where is the diagonal matrix of vertex…
Adjacency Spectrum and Wiener Index of the Essential Ideal Graph of a Finite Commutative Ring
P. Jamsheena, A V Chithra, Subarsha Banerjee
Let be a commutative ring with unity. The essential ideal graph of , is a graph with a vertex set consisting of all nonzero proper ideals of \textit{R} and…
Laplacian Spectra of Comaximal Graph of
Subarsha Banerjee
This article focuses on finding the eigenvalues of the Laplacian matrix of the comaximal graph of the ring for . We determine the eigenvalues o…
On a new graph defined on the order of elements of a finite group
Subarsha Banerjee
In this paper, a new graph structure called the \textit{coprime order graph} of a finite group denoted by has been introduced. The \textit{coprime graph} of a finite gro…