Search | Korea Science

Al Hwaeer, Hassan J.;Albkwre, Gbrel;Turgay, Neset Deniz
- Kyungpook Mathematical Journal
- /
- v.60 no.2
- /
- pp.415-421
- /
- 2020
In the proof of Theorem 3 on p.253 in [4], both right and left distributivity are assumed simultaneously which makes the proof invalid. We give a corrected proof for this theorem by introducing an extension of Lemma 2.2 in [2].
https://doi.org/10.5666/KMJ.2020.60.2.415 인용 PDF KSCI

Cho, Yong Uk
- Korean Journal of Mathematics
- /
- v.17 no.4
- /
- pp.341-347
- /
- 2009
In this paper, we begin with to show the characterization of regularity and S-unitality in near-rings, also consider their application. Next, we introduce more general concepts of regularity and S-unitality, that is, ${\pi}$-regularity and ${\pi}S$-unitality and then give some examples in near-rings, also investigate their characterization and properties.
PDF

CHO YONG UK;JUN YOUNG BAE
- Journal of applied mathematics & informatics
- /
- v.18 no.1_2
- /
- pp.665-677
- /
- 2005
The notion of normal intuitionistic fuzzy R-subgroups in near-rings is introduced, and related properties are investigated. Characterization of an intuitionistic fuzzy R-subgroup is given. Using a collection of right R-subgroups, an intuitionistic fuzzy right R-subgroup is established. Using a chain of right R-subgroups, an intuitionistic fuzzy right R-subgroup is also established.

Cho, Yong-Uk
- East Asian mathematical journal
- /
- v.19 no.1
- /
- pp.151-164
- /
- 2003
Throughout this paper, we will consider that R is a near-ring and G is an R-group. We initiate the study of monogenic and strongly monogenic R-groups and their basic properties. Also, we investigate some properties of D.G. R-groups, faithful R-groups and monogenic R-groups and we determine that when near-rings are rings.
PDF