Filomat
 2022
DOI: 10.2298/fil2206991c
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gs-Drazin inverses of generalized matrices over local rings

Huanyın Chen
1
,
Mete Burak Calci
2

Abstract: An element a in a ring R has a gs-Drazin inverse if there exists b ? comm2(a) such that b = b2a, a ? ab ? Rqnil. For any s ? C(R), we completely determine when a generalized matrix A ? Ks(R) over a local ring R has a gs-Drazin inverse.

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