Describing the Properties of Characteristic Polynomial of Marker Set and Its Laplacian

Authors

  • Medha Itagi Huilgol Department of Mathematics, Bengaluru City University, Central College Campus, Bengaluru-560001-India.

DOI:

https://doi.org/10.9734/bpi/ramrcs/v5/14192D

Keywords:

Marker set of a graph, M-set distance matrix, M-set distance Laplacian, characteristic polynomial, M-set distance eigenvalues

Abstract

The study of marker set distance matrices, associated with their eigenvalues, characteristic polynomials find a lot of applications. Also the Laplacian associated with marker set distances need to be studied in detail to get range of applications. In recent years these concepts have been studied well. In this chapter, we consider different properties related to characteristic polynomials of M-set distance matrix and its Laplacian.

Published

2021-11-22

How to Cite

Medha Itagi Huilgol. (2021). Describing the Properties of Characteristic Polynomial of Marker Set and Its Laplacian. Recent Advances in Mathematical Research and Computer Science Vol. 5, 33–46. https://doi.org/10.9734/bpi/ramrcs/v5/14192D

Issue

Recent Advances in Mathematical Research and Computer Science Vol. 5

Section

Chapters