For various values of n, the goal of this work is to discover the distance, distance Laplacian, and distance signless Laplacian of Denote the set of nonzero zero-divisors of R for a commutative ring with non-zero identity. The R zero-divisor graph (R) is a simple undirected graph with all non-zero zero-divisors as vertices and two different vertices adjacent only if and only if xy = 0. The distance, distance Laplacian, and distance singless Laplacian spectrum for n = p3 and pq are examined in this study. Our decision to employ matrices in the spectrum computation was influenced by the distinctive combinatorial structure as well as the usual block structure of the distance related matrices of the graphs discussed in this paper.
Author(S) Details
P. M. Magi
Department of Mathematics, Panampilly Memorial Govt. College, Chalakudy, Kerala, India.
View Book:- https://stm.bookpi.org/NRAMCS-V2/article/view/6791
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