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Journal of Combinatorial Mathematics and Combinatorial Computing

  • Research article

The Quasigroup Variety Arising from a \(2\)-Perfect \(6\)-Cycle System of Order \(13\)

Rebecca A.H. Gower1, Sheila Oates-Williams1, Diane Donovan 1, Elizabeth J. Billington1
1 Department of Mathematics The University of Queensland Queensland 4072 Australia
  • Published: 31/10/1991

Abstract

In this paper we give a partial answer to a query of Lindner conceming the quasigroups arising from \(2\)-perfect \(6\)-cycle systems.

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Citation
Rebecca A.H. Gower, Sheila Oates-Williams, Diane Donovan , Elizabeth J. Billington. The Quasigroup Variety Arising from a \(2\)-Perfect \(6\)-Cycle System of Order \(13\)[J], Journal of Combinatorial Mathematics and Combinatorial Computing, Volume 010. 119-128. DOI: .