On The Ihara Zeta Function And Resistance Distance-Based Indices

Authors

Marius Somodi, University of Northern IowaFollow

Document Type

Article

Keywords

Ihara zeta function, Kirchhoff index, Resistance distance

Journal/Book/Conference Title

Linear Algebra and Its Applications

Volume

513

First Page

201

Last Page

209

Abstract

We show that the Ihara zeta function of a graph determines a resistance distance-based invariant which is a linear combination of the Kirchhoff index, additive degree-Kirchhoff index, and multiplicative degree-Kirchhoff index.

Department

Department of Mathematics

Original Publication Date

1-15-2017

DOI of published version

10.1016/j.laa.2016.09.042

Repository

UNI ScholarWorks, Rod Library, University of Northern Iowa

Language

en

Recommended Citation

Somodi, Marius, "On The Ihara Zeta Function And Resistance Distance-Based Indices" (2017). Faculty Publications. 931.
https://scholarworks.uni.edu/facpub/931