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JORDAN TYPES OF COMMUTING NILPOTENT MATRICES

2018-01-01
Öztürk, Semra
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Let A and B be matrices which are polynomials in r pairwise commuting nilpotent matrices over a field. We give a sufficient condition for the null space of A(i) to equal that of B-i for all i, in particular, for A and B to be similar.
Jordan canonical form, Jordan type, Pairwise commuting nilpotent matrices
https://hdl.handle.net/11511/45829

Department of Mathematics, Article
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