Monadic -rough Heyting algebras
F Almiñana, G Pelaitay - Archive for Mathematical Logic, 2022 - Springer
In this paper, we introduce the variety of algebras, which we call monadic k * jk× j-rough
Heyting algebras. These algebras constitute an extension of monadic Heyting algebras and …
Heyting algebras. These algebras constitute an extension of monadic Heyting algebras and …
A generalization of -rough Heyting algebras
G Pelaitay, NP Ramos - Soft Computing, 2024 - Springer
A k× j-rough Heyting algebra is a Heyting algebra endowed with a finite family of unary
operations known as projection maps. The purpose of this paper is to define and investigate …
operations known as projection maps. The purpose of this paper is to define and investigate …
Localization of k × j-rough Heyting algebras
F Almiñana, G Pelaitay - Mathematica Slovaca, 2022 - degruyter.com
Abstract k-rough Heyting algebras were introduced by Eric San Juan in 2008 as an
algebraic formalism for reasoning on finite increasing sequences over Boolean algebras in …
algebraic formalism for reasoning on finite increasing sequences over Boolean algebras in …
A Representation Theorem for k× j-rough Heyting Algebras.
F Alminana, G Pelaitay - Journal of Multiple-Valued Logic & …, 2022 - search.ebscohost.com
Abstract k-rough Heyting algebras were introduced by Eric San Juan in 2008 as an
algebraic formalism for reasoning on finite increasing sequences over Boolean algebras in …
algebraic formalism for reasoning on finite increasing sequences over Boolean algebras in …
[PDF][PDF] A topological duality for k× j-algebras
F Almiñana, G Pelaitay - researchgate.net
In [3], the author presents an algebraic formalism about generalizations of approximate sets
and he proves that these generalizations are adequate to model the relevance of documents …
and he proves that these generalizations are adequate to model the relevance of documents …
[PDF][PDF] A Representation Theorem for k× j-rough Heyting Algebras
F ALMI, G PELAITAY - researchgate.net
Accepted: February 10, 2022. k-rough Heyting algebras were introduced by Eric San Juan in
2008 as an algebraic formalism for reasoning on finite increasing sequences over Boolean …
2008 as an algebraic formalism for reasoning on finite increasing sequences over Boolean …