OPTIMAL NATURAL DUALITIES FOR SOME QUASIVARIETIES OF DISTRIBUTIVE DOUBLE p–ALGEBRAS

Abstract

Quasivarieties of distributive double p-algebras generated by an ordinal sum M of two Boolean lattices are considered. Globally minimal failsets within S(M2) are completely determined; from them all the optimal dualities for these quasivarieties are obtained.

Cite this paper

@inproceedings{Saramago1999OPTIMALND, title={OPTIMAL NATURAL DUALITIES FOR SOME QUASIVARIETIES OF DISTRIBUTIVE DOUBLE p–ALGEBRAS}, author={Maria Jo{\~a}o Antunes Dias Gouveia Saramago and Brian A. Davey}, year={1999} }