Abstract
-
We introduce Kurosh elements in division rings based on the idea of a conjecture of Kurosh. Using this, we generalize a result of Faith in [3] and of Herstein in [6}.
On normal subgroups of division rings which are radical over a proper division subring
Journal ArticleOverview
UOW Authors
Publication Date
- 2014
Has Subject Area
Published In
Geographic Focus
Background
Citation
- Bien, M. Hoang. & Dung, D. Hoang. (2014). On normal subgroups of division rings which are radical over a proper division subring. Studia Scientiarum Mathematicarum Hungarica, 51 (2), 231-242.
Identity
Digital Object Identifier (doi)
Scopus Eid
- 2-s2.0-84903594029
Additional Document Info
Number Of Pages
- 11
Start Page
- 231
End Page
- 242
Volume
- 51
Issue
- 2
Place Of Publication
- Hungary
Overview
Abstract
-
We introduce Kurosh elements in division rings based on the idea of a conjecture of Kurosh. Using this, we generalize a result of Faith in [3] and of Herstein in [6}.
UOW Authors
Publication Date
- 2014
Has Subject Area
Published In
Geographic Focus
Background
Citation
- Bien, M. Hoang. & Dung, D. Hoang. (2014). On normal subgroups of division rings which are radical over a proper division subring. Studia Scientiarum Mathematicarum Hungarica, 51 (2), 231-242.
Identity
Digital Object Identifier (doi)
Scopus Eid
- 2-s2.0-84903594029
Additional Document Info
Number Of Pages
- 11
Start Page
- 231
End Page
- 242
Volume
- 51
Issue
- 2
Place Of Publication
- Hungary