Authors: A. Krapez
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Abstract
For the given variety V of quaisgroups, the class of all rectangular V-quasigroups is defined as the class of all groupoids isomorphic to the direct product of L, Q and R, where Q is from V and L (R) is a left (right) zero semigroup. The identities axiomatizing the new class are given, proving that it is a variety in the language of the original variety.Fulltext
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