The Quasivariety $ {\mathbf{S}}{\mathbf{P}}(L_{6}) $ . II: A Duality Result

Abstract

We prove that the category of the complete bi-algebraic (0, 1)-lattices belonging to the quasivariety generated by a certain finite lattice with complete lattice homomorphisms, considered as a concrete category, is dually equivalent to the category of certain spaces with an additional structure.