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Fuzzy regular congruence relations on hyper BCK-algebras
Authors: R. A. Borzooei and M. Bakhshi
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Abstract
In this paper, by considering the notion of fuzzy regular congruence relation on a hyper BCK-algebra, we construct a quotient hyper BCK-algebra and then we state and prove some related theorems. Finally, we state and prove isomorphism theorems on that structure.Fulltext
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Contents
- Redefined fuzzy Lie subalgebras
- Generalized fuzzy subquasigroups
- Secondary representation of semimodules over a commutative semiring
- Groups homeomorphisms: topological characteristics, invariant measures and classification
- Fuzzy regular congruence relations on hyper BCK-algebras
- On prolongations of quasigroups
- On fuzzy relations and fuzzy quotient Gamma-groups
- Fuzzy ideals in ordered semigroups I
- The action of G22 on PL(Fp)
- Simple hyper K-algebras
- Prime bi-ideals in ternary semigroups
