Faculty Publications
On Minimum Index Stanton 4-Cycle Designs
Document Type
Conference
Keywords
Graph decomposition, Graph design theory, Stanton graph
Journal/Book/Conference Title
Springer Proceedings in Mathematics and Statistics
Volume
388
First Page
99
Last Page
108
Abstract
Let G be a multigraph with the underlying structure of a 4-cycle where each edge multiplicity in the set { 1, 2, 3, 4 } is represented. There are three such multigraphs, and we call each of these a Stanton 4-cycle. For each such multigraph G and integer n≥ 4, we consider the minimum λ such that there exists a G-decomposition of λKn.
Department
Department of Mathematics
Original Publication Date
1-1-2022
DOI of published version
10.1007/978-3-031-05375-7_6
Recommended Citation
Bunge, R. C.; Hakes, A.; Jeffries, J.; Mastalio, E.; and Torf, J., "On Minimum Index Stanton 4-Cycle Designs" (2022). Faculty Publications. 5329.
https://scholarworks.uni.edu/facpub/5329
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