Can I read Characterizing Distance-regularity of Graphs by the Spectrum on EtoBox?

Characterizing Distance-regularity of Graphs by the Spectrum by E.R. van Dam; W.H. Haemers; J.H. Koolen; E. Spence is a Mathematics article available to read on EtoBox.

What is Characterizing Distance-regularity of Graphs by the Spectrum about?

We characterize the distance-regular Ivanov-Ivanov-Faradjev graph from the spectrum, and construct cospectral graphs of the Johnson graphs, Doubled Odd graphs, Grassmann graphs, Doubled Grassmann graphs, antipodal covers of complete bipartite graphs, and many of the Taylor graphs. We survey the known results on cospectral graphs of the Hamming graphs, and of all distance-regular graphs on at most 70 vertices.

Who reads Characterizing Distance-regularity of Graphs by the Spectrum?

Author

E.R. van Dam; W.H. Haemers; J.H. Koolen; E. Spence

Publisher

Elsevier Science; Elsevier ; Elsevier Inc.; Elsevier BV (ISSN 0097-3165)

Published

2006

Language

EN

Field

Mathematics (Physical Sciences)