摘要 : Let G be an arbitrary abelian group and let A and B be two finite dimensional G-graded simple algebras over an algebraically closed field F such that the orders of all finite subgroups of G are invertible in F. We prove that A and... 展开
作者 | Koshlukov~ P Zaicev~ M |
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作者单位 | |
期刊名称 | 《Linear Algebra and its Applications》 |
总页数 | 8 |
语种/中图分类号 | 英语 / O151.2 |
关键词 | Graded simple algebras Gradings on associative algebras Graded division algebras Graded isomorphisms Graded identities Polynomial identities |
馆藏号 | N2008EPST0009984 |