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Compatible operations on commutative weak residuated lattices
(Springer, 2015-04)
Compatibility of functions is a classical topic in Universal Algebra related to the notion of affine completeness. In algebraic logic, it is concerned with the possibility of implicitly defining new connectives. In this ...
On Principal Congruences in Distributive Lattices with a Commutative Monoidal Operation and an Implication
(Springer, 2019-04-12)
In this paper we introduce and study a variety of algebras that properly includes integral distributive commutative residuated lattices and weak Heyting algebras. Our main goal is to give a characterization of the principal ...
Frontal operators in distributive lattices with a generalized implication
(WorldScientific Open Access, 2015-09)
We introduce a family of extensions of bounded distributive lattices. These extensions are obtained by adding two operations: an internal unary operation, and a function (called generalized implication) that maps pair of ...
Conservative Translations
(, 2001)