The Distance Spectrum of the Path Pn and the First Distance Eigenvector of Connected Graphs
Publication Type
Original research
Authors
  • Subhi N. Ruzieha
  • David L. Powersa

Forumulas are given for all of the eigenvalues and eigenvectors of the distance matrix of the path Pnon n vertices. It is shown that Pn has the maximum distance spectral radius among all connected graphs of order n, and an ordering property of the entries of the Perron-Frobenius eigenvector is presented.

Journal
Title
Linear and Multilinear Algebra Volume 28, Issue 1-2
Publisher
--
Publisher Country
Palestine
Publication Type
Both (Printed and Online)
Volume
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Year
1990
Pages
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