Show some Methods for Computing the Drazin Inverse
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Abstract
The Drazin inverse of a matrix A is a matrix that satisfies the condition = . In general, Drazin inverses are exist and unique where A is singular or even rectangular, while if A is non-singular square matrix, then reduces to the usual inverse of A and denoted by .
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[1]
Kareema alrabbae and Ahlam alhadi, “Show some Methods for Computing the Drazin Inverse”, SJST, vol. 7, no. 1, pp. 349–356, May 2025.
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