Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Quotient groups induced by fuzzy subgroups
Authors: Y. L. Liu
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Abstract
We construct a quotient group induced by a fuzzy normal subgroup and prove the corresponding isomorphism theorems. Obtained results are used to the characterization of selected classes of quotient groups.Y. L. Liu
Department of Applied Mathematics,
Xidian University,
Xi Zan 710071, Shaanxi,
P.R.China,
and
Department of Mathematics,
Nanping Teachers College,
Nanping 153000,
Fujian,
P.R.China.
E-mail:
Department of Applied Mathematics,
Xidian University,
Xi Zan 710071, Shaanxi,
P.R.China,
and
Department of Mathematics,
Nanping Teachers College,
Nanping 153000,
Fujian,
P.R.China.
E-mail:
Fulltext
– 0.22 Mb
Contents
- SQS-3-Groupoid with q(x,x,y)=x
- Some results on hyper BCK-algebras
- Quasi p-ideals of quasi BCI-algebras
- On groupoids with identity x(xy) = y
- m-systems and n-systems in ordered semigroups
- Fuzzy congruences on groups
- Quotient groups induced by fuzzy subgroups
- Zeroids and idempoids in AG-groupoids
- Characterization of division ľ-LA-semigroups
- A note on Salem numbers and Golden mean
- Abel-Grassmann\'s bands
- Hyper I-algebras and polygroups
- Extensions of Latin subsquares and local embeddability of groups and group algebras
