Critical sets in direct product C3 × Cn of back circulant latin squares
Abstract
Stinson and Van Rees have given a construction for critical sets in C2 × Cn for n even. Then, Cooper, Donovan and Gower constructed a family of critical sets in C2 × Cn for n odd. In this paper, we construct some new critical sets in C3 × Cn and show that lcs(n) ≥ (29n2 - 27n)/54 for n ≡ 0 (mod 9).
Published
2002-06-09
How to Cite
Cao, Haitao, & Du, Beiliang. (2002). Critical sets in direct product C3 × Cn of back circulant latin squares. Utilitas Mathematica, 62. Retrieved from https://utilitasmathematica.com/index.php/Index/article/view/238
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