MathDBRodney's conjecture on 2-transversals in Latin squares
Rodney's conjecture on 2-transversals in Latin squares
Let be a Latin square. A 2-transversal is the type of transversal defined in the source, consisting of entries satisfying the relevant twofold symbol condition.
Rodney's conjecture. Every Latin square has a 2-transversal.
The conjecture is attributed in the source to Rodney. No evidence resolving it is supplied in the given text.
Sources & referencesView supporting material
Primary source
Adel P. Kazemi and Behnaz Pahlavsay, “Quasi-transversal in Latin Squares”, arXiv:1808.05213 (2018).
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