Filters of strong Sheffer stroke non-associative MV-algebras
Tahsin Öner, Tuğçe Katıcan, Arsham Borumand Saeid, Mehmet Terziler
Abstract
Abstract In this paper, at first we study strong Sheffer stroke NMV-algebra. For getting more results and some classification, the notions of filters and subalgebras are introduced and studied. Finally, by a congruence relation, we construct a quotient strong Sheffer stroke NMV-algebra and isomorphism theorems are proved.
Topics & Concepts
Isomorphism (crystallography)Congruence (geometry)QuotientAssociative propertyMathematicsConstruct (python library)Algebra over a fieldRelation (database)Pure mathematicsComputer scienceData miningChemistryProgramming languageCrystallographyGeometryCrystal structureAdvanced Algebra and LogicFuzzy and Soft Set TheoryRough Sets and Fuzzy Logic