Abstract. In this paper we shall first show that for every weak DeMorgan al- gebra L(n) of order n (WDM-n algebra), there is a quotient weak DeMorgan.
Abstract. In this paper we shall first show that for every weak DeMorgan algebra $L$ of order $n$ , there is a quotient weak DeMorgan algebra $L{\sim}$ ...
Jun 7, 2024 · Mathematics. A weaker version of the De Morgan algebras · Ask Question. Asked 3 months ago. Modified 3 months ago. Viewed 37 times. This ...
Missing: Classification | Show results with:Classification
Bibliographic details on Classification of Weak DeMorgan Algebras.
Feb 20, 2024 · A Heyting algebra is called a De Morgan Heyting algebra if it satisfies the De Morgan laws, which may be considered a weak form of the law of excluded middle.
Missing: Classification | Show results with:Classification
Aug 27, 2014 · We consider weak BCK-algebras with De Morgan complemented, orthocomplemented and orthomodular sections, as well as those where sections satisfy ...
Missing: Classification | Show results with:Classification
For instance, those weak BCK-algebras in which all initial segments are De Morgan complemented are just commutative weak BCK-algebras. ResearchGate Logo.
Missing: Classification | Show results with:Classification
For instance, those weak BCK-algebras in which all initial segments are De Morgan complemented are just commutative weak BCK-algebras. Keywords ...
Missing: Classification | Show results with:Classification
Classification of the regular De Morgan algebras of... 259 sing one-one ... I DOMINGO, X., Weak and Strong Nega- tion Functions for Fuzzy Set Theory.
Apr 3, 2013 · The class of weak BCK-algebras is obtained by weakening one of standard BCK axioms. It is known that every weak BCK-algebra is completely ...