On the Distances between Latin Squares and the Smallest Defining Set Size
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DOI: 10.1002/jcd.21529
Abstract: In this note, we show that for each Latin square L of order n≥2, there exists a Latin square L′≠L of order n such that L and L′ differ in at most 8n cells. Equivalently,… read more here.
Keywords: smallest defining; distances latin; square order; size ... See more keywords