Full matrix algebras with structure systems
Volume 98 / 2003
Colloquium Mathematicum 98 (2003), 249-258
MSC: 16G10, 16G30, 16L60, 16S50.
DOI: 10.4064/cm98-2-9
Abstract
We study associative, basic $n\times n$ ${\mathbb A}$-full matrix algebras over a field, whose multiplications are determined by structure systems ${\mathbb A}$, that is, $n$-tuples of $n\times n$ matrices with certain properties.
