论文标题
$τ$ - 使用有限的三角矩阵代数
$τ$-tilting finite triangular matrix algebras
论文作者
论文摘要
首先，我们给出一个新的淤泥污垢代数的例子。其次，人们探讨了有限维代数的三角矩阵代数为$τ$。特别是，我们将三角矩阵代数为$τ$的代数分类。最后，我们研究了三角矩阵代数何时是淤积污染。
First, we give a new example of silting-discrete algebras. Second, one explores when the algebra of triangular matrices over a finite dimensional algebra is $τ$-tilting finite. In particular, we classify algebras over which triangular matrix algebras are $τ$-tilting finite. Finally, we investigate when a triangular matrix algebra is silting-discrete.
