e/Latin square property

Information
has gloss	eng: In mathematics, the Latin square property is an elementary property of all groups. It states that if (G, ) is a group and a and b are elements of G, then there exists a unique element x of G such that ax=b, and a unique element y of G such that y*a=b.
lexicalization	eng: Latin square property
instance of	(noun) a square matrix of n rows and columns; cells contain n different symbols so arranged that no symbol occurs more than once in any row or column Latin square