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On decomposable hyper BCK-algebras
Authors: R. A. Borzooei, H. Harizavi
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Abstract
In this manuscript, we introduce the concept of decomposable hyper BCK-algebras and we give a condition for a hyper BCK-algebra to be a decomposable hyper BCK-algebra. Moreover, we state and prove some theorems about (weak, implicative) strong hyper BCK-ideal of a decomposable hyper BCK-algebra. Finally, we give a characterization of some decomposable hyper BCK-algebras.R. A. Borzooei,
Department of Mathematics,
Sistan and Baluchestan University,
Zahedan,
Iran.
E-mail:
Department of Mathematics,
Sistan and Baluchestan University,
Zahedan,
Iran.
E-mail:
Fulltext
– 0.21 Mb
Contents
- Fuzzy isomorphism and quotient of fuzzy subpolygroups
- On graded weakly primary ideals
- On decomposable hyper BCK-algebras
- Factorization of simple groups involving the alternating group
- Intuitionistic fuzzy approach to n-ary systems
- Affine regular dodecahedron in GS-quasigroups
- Maple implementation of the ElGamal public key encryption scheme working in SMG(pm)
- Computing in GF(pm) and in gff(nm) using Maple
- AES with the increased confidentiality
- A class of quasigroups associated with a cubic Pisot number
- On medial-like identities
