Abstract
In 2007, tense ŁukasiewiczMoisil algebras were introduced by Diaconescu and Georgescu as an algebraic counterpart of tense nvalued Moisil logic. These algebras constitute a generalization of tense algebras. In this paper we describe a discrete duality for tense ŁukasiewiczMoisil algebras bearing in mind the results indicated by Dzik, Orlowska and van Alten in 2006, for De Morgan algebras.
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