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Nilpotent factorization of matrices |
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| Authors: | A. R. Sourour |
| Affiliation: | Department of Mathematics and Statistics , University of Victoria , Victoria, B.C. V8W3P4, Canada |
| Abstract: | We show that, with the exception of 2 × 2 nonzero nilpotent matrices, every singular square matrix over an arbitrary field is a product of two nilpotent matrices. |
| Keywords: | |