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VARIETIES OF SKEW BOOLEAN ALGEBRAS WITH INTERSECTIONS
Published online by Cambridge University Press: 09 September 2016
Abstract
Skew Boolean algebras for which pairs of elements have natural meets, called intersections, are studied from a universal algebraic perspective. Their lattice of varieties is described and shown to coincide with the lattice of quasi-varieties. Some connections of relevance to arbitrary skew Boolean algebras are also established.
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- © 2016 Australian Mathematical Publishing Association Inc.