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Isomorphic factorisations of complete equipartite graphs
journal contribution
posted on 2023-05-16, 17:01 authored by Quinn, SJA complete equipartite graph is a complete multipartite graph such that the color classes are equinumerous. An isomorphic factorization of a graph is a partition of the line set into disjoint isomorphic parts. It is shown that an isomorphic factorization of the complete equipartite graph into t isomorphic subgraphs exists whenever the total number of lines is divisible by t. Copyright © 1983 Wiley Periodicals, Inc., A Wiley Company
History
Publication title
Journal of Graph TheoryVolume
7Pagination
285-310ISSN
0364-9024Department/School
Menzies Institute for Medical ResearchPublisher
John Wiley & Sons Inc.Place of publication
United StatesRepository Status
- Restricted