Results Math
 2018
DOI: 10.1007/s00025-018-0819-4
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Maximal and Minimal Triangular Matrices

Roksana Słowik
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Abstract: We call a nonscalar matrix maximal (or minimal) if its centralizer is maximal (respectively minimal) in the poset of all centralizers of matrices. We discuss the form of maximal and minimal matrices in the algebra of upper triangular matrices.

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