论文标题
$ 9 $维代数，这不是有限组的块
A $9$-dimensional algebra which is not a block of a finite group
论文作者
论文摘要
我们排除在代数封闭的字段上排除某个$ 9 $维代数为有限组的基本代数，从而完成了最多12美元的有限组代数的基本维度代数的分类。
We rule out a certain $9$-dimensional algebra over an algebraically closed field to be the basic algebra of a block of a finite group, thereby completing the classification of basic algebras of dimension at most $12$ of blocks of finite group algebras.
