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We study associative, basic n × n𝔸-full matrix algebras over a field, whose multiplications are determined by structure systems 𝔸, that is, n-tuples of n × n matrices with certain properties.
@article{HisaakiFujita2003, abstract = {We study associative, basic n × n𝔸-full matrix algebras over a field, whose multiplications are determined by structure systems 𝔸, that is, n-tuples of n × n matrices with certain properties.}, author = {Hisaaki Fujita}, journal = {Colloquium Mathematicae}, keywords = {full matrix algebras; structure systems; tiled orders}, language = {eng}, number = {2}, pages = {249-258}, title = {Full matrix algebras with structure systems}, url = {http://eudml.org/doc/285086}, volume = {98}, year = {2003}, }
TY - JOUR AU - Hisaaki Fujita TI - Full matrix algebras with structure systems JO - Colloquium Mathematicae PY - 2003 VL - 98 IS - 2 SP - 249 EP - 258 AB - We study associative, basic n × n𝔸-full matrix algebras over a field, whose multiplications are determined by structure systems 𝔸, that is, n-tuples of n × n matrices with certain properties. LA - eng KW - full matrix algebras; structure systems; tiled orders UR - http://eudml.org/doc/285086 ER -