Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din Moldova
RO
EN
Structura
Colaboratori
Publicaţii
Proiecte
Doctorat
Conferinţe
Noutăţi
Ştiri Europene
Comitetul Sindical
IMI
/
Publicaţii
/
QRS
/
Ediţii
/
QRS v.15, n.2 (18), 2007
/
Decompositions of an AG*-groupoids
Authors:
Q. Musthaq and M. Khan
Abstract
We have shown that an AG*-groupoid S has associative powers, and S/, where ab if and only if abn=bn+1, ban=an+1, is a maximal separative commutative image of S.
Fulltext
–
0.20 Mb
Contents
On central loops and the central square property
Intuitionistic (S,T)-fuzzy Lie ideals of Lie algebras
Fuzzy (strong) congruence relations on hypergroupoids and hyper BCK-algebras pp.
Subdirectly irreducible sloops and SQS-skeins
S-systems of n-ary quasigroups
Double Ward quasigroups
Short identities implying a quasigroup is a loop or group
Biembeddings of Latin squares of side 8
Fuzzy ideals in ordered semigroups
A note on Belousov quasigroups
A note on an Abel-Grassmann 3-band
Decompositions of an AG*-groupoids
On finite quasigroups whose subquasigroup lattices are distributive