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Brendan D. McKay, Ian M. Wanless. Most Latin Squares Have Many Subsquares. Journal of Combinatorial Theory, Series A, 86(2):323-347, 1999. [doi]
Possibly Related PublicationsThe following publications are possibly variants of this publication: Subsquare-free Latin squares of odd orderBarbara M. Maenhaut, Ian M. Wanless, Bridget S. Webb. ejc, 28(1):322-336, 2007. [doi] Bounds on the number of autotopisms and subsquares of a Latin squareJoshua Browning, Douglas S. Stones, Ian M. Wanless. combinatorica, 33(1):11-22, 2013. [doi]
The following publications are possibly variants of this publication: