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WEAK UNIQUELY COMPLETABLE SETS FOR FINITE GROUPS
Published online by Cambridge University Press: 01 March 2000
Abstract
Keedwell has shown that none of the groups of order less than 5 has a weak uniquely completable set. We prove that a weak uniquely completable set exists in a latin square based on a finite group if and only if the group is of order greater than 5.
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- © The London Mathematical Society 2000
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