ON n-MIXED PRODÜCT OF PSEUDOCOMPLEMENTED DISTRIBUTIVE LATTICES
Lidia Sobolska · Demonstratio Mathematica · 1986
0. In [3] we introduced the notion of a mixed produot of a finite family of Boolean algebras, this notion was coincidered in [2] for any n = 3.In this paper we adopte this notion for pseudocomplemented distributive lattices and we give a finite base for the variety generated by all such products (for Boolean algebras it was done in [3]).Moreover we will show that this variety can be obtained by taking mixed subproducts of pseudocomplemented distributive lattices and their isomorphic copies only.