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2. Characterization of commutative matrix subalgebras of maximal length over an arbitrary field

Author

O. V. Markova

Subjects
Symmetric algebra, Discrete mathematics, Pure mathematics, Matrix (mathematics), Quaternion algebra, Incidence algebra, General Mathematics, Order (ring theory), Computer Science::Symbolic Computation, Field (mathematics), Centrosymmetric matrix, Commutative property, Mathematics
Abstract

Commutative subalgebras of length n − 1 in the full matrix algebra of order n over an arbitrary field are characterized in terms of generating elements.

Published
2009
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