Published January 1, 2022
| Version v1
Journal article
Open
gs-Drazin Inverses of Generalized Matrices over Local Rings
Creators
- 1. Hangzhou Normal Univ, Hangzhou, Peoples R China
- 2. Tubitak Bilgem, Kocaeli, Turkey
Description
An element a in a ring R has a gs-Drazin inverse if there exists b E comm2(a) such that b = b2a,a - ab E Rqnil. For any s E C(R), we completely determine when a generalized matrix A E Ks(R) over a local ring R has a gs-Drazin inverse.
Files
bib-4f1cf36a-c076-467b-aa67-c7f969b2ae28.txt
Files
(116 Bytes)
| Name | Size | Download all |
|---|---|---|
|
md5:afa98cdc7513c709b54ed4bc56bdfc09
|
116 Bytes | Preview Download |