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Butterfly decompositions of some complete graphs of even order

Published in University of Michigan
2015
Volume: 74
   
Pages: 59 - 72
Abstract

Stanton and Kocay defined a butterfly factorization for the complete graph K2n and gave a construction for all values of n. Based on the factor of the factorization we give new butterfly factorizations for the complete graph K4t+2.

About the journal
JournalBulletin the Institute of Combinatorics and its Applications
PublisherUniversity of Michigan
ISSN1183-1278
Open AccessNo