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Factoring elementary groups of prime cube order into subsets
Authors:  ndor Szabó    Coburn Ward
Institution:Department of Mathematics, University of Bahrain, ISA Town, State of Bahrain ; Department of Mathematics, University of the Pacific, Stockton, California 95211
Abstract:Let $p$ be a prime and let $G$ be the $3$-fold direct product of the cyclic group of order $p$. Rédei conjectured if $G$ is the direct product of subsets $A$ and $B$, each of which contains the identity element of $G$, then either $A$ or $B$ does not generate all of $G$. The paper verifies Rédei's conjecture for $p\leq 11$.

Keywords:Factorization of groups  Latin squares
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