CHARACTERIZATIONS OF NON ASSOCIATIVE ORDERED SEMIGROUPS BY THE PROPERTIES OF THEIR FUZZY IDEALS WITH THRESHOLDS (α, β]
Copyright policy )CHARACTERIZATIONS OF NON ASSOCIATIVE ORDERED SEMIGROUPS BY THE PROPERTIES OF THEIR FUZZY IDEALS WITH THRESHOLDS (α, β]
Summary: In this paper, we give the characterizations of regular (intra-regular, both regular and intra-regular) ordered AG-groupoids by the properties of fuzzy (left, right, quasi-, bi-, generalized bi-) ideals with thresholds \((\alpha ,\beta ]\).
- National Research University of Electronic Technology Russian Federation
- Yıldız Technical University Turkey
Ideal theory for semigroups, fuzzy left (right, interior, quasi-, bi-, generalized bi-) ideals with thresholds \((\alpha ,\beta ]\), Ordered semigroups and monoids, группоиды, Fuzzy groups, алгебраические структуры, коммутативные полугруппы, regular (intra-regular) ordered AG-groupoids
Ideal theory for semigroups, fuzzy left (right, interior, quasi-, bi-, generalized bi-) ideals with thresholds \((\alpha ,\beta ]\), Ordered semigroups and monoids, группоиды, Fuzzy groups, алгебраические структуры, коммутативные полугруппы, regular (intra-regular) ordered AG-groupoids
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