Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Quotient hyper BCK-algebras
Authors: A. B. Saeid, M. M. Zahedi
– 0.24 Mb
Abstract
In this note first we use the equivalence relation ~I which has been introduced in [1] and construct a quotient hyper BCK-algebra H|I from a hyper BCK-algebra H via a re_exive hyper BCK-ideal I of H. Then we study the properties of this algebra, in articular we give some examples of this algebra. Finally we obtain some relationships between H|I and H.A. B. Saeid
Department of Mathematics,
Islamic Azad University of Kerman,
Kerman,
Iran.
E-mail:
________________
M. M. Zahedi
Department of Mathematics,
Shahid Bahonar University of Kerman,
Kerman,
Iran,
E-mail:
Department of Mathematics,
Islamic Azad University of Kerman,
Kerman,
Iran.
E-mail:
________________
M. M. Zahedi
Department of Mathematics,
Shahid Bahonar University of Kerman,
Kerman,
Iran,
E-mail:
Fulltext
– 0.24 Mb
Contents
- Extending sloops of cardinality 16 to SQS-skeins with all possible congruence lattices
- Weak implicative hyper BCK-ideals
- Necessary and sufficient conditions for the continuity of a pre-Haar system at a unit with singleton orbit
- The structure of extra loops
- Spurious multiplicative group of GF(pm): a new tool for cryptography
- Embedding of an AG**-groupoid in a commutative monoid
- Permutation representations of triangle group ?(2,4,5)
- Quotient hyper BCK-algebras
- Affine regular pentagons in GSquasigroups
