Back to Papers Home
Back to Papers of School of Mathematics
|
Paper
IPM / M / 474 |
School of Mathematics
|
|
Title: |
Matricial repetitiveness and strong π-regularity of the ring of a Morita context
|
|
Author(s): |
| 1. |
K. Varadarajan
| | 2. |
A. Haghany
|
|
|
Status: |
Published
|
|
Journal: |
Bull. Iranian Math. Soc.
|
|
No.: |
1
|
|
Vol.: |
26
|
|
Year: |
2000
|
|
Pages: |
41-50
|
|
Supported by: |
IPM
|
|
|
Abstract: |
Let T=[
]
be the ring of a Morita context. The main results proved in this paper are:
(i) If MA and NB are finitely generated and A and B are
matricially right repetitive, then so is T.
(ii) If either MA and NB are finitely generated or BM and
AN are finitely generated and A,B are matricially strongly
π-regular, then so is T.
Download TeX format
|
|
back to top
|
