论文标题
$τ$ - 用左右零件的有限代数为代表性
$τ$-Tilting Finite Algebras With Nonempty Left Or Right Parts Are Representation-Finite
论文作者
论文摘要
令$λ$为有限的维代数，以便$ \ nathcal {l}_λ$或$ \ natercal {r}_λ\ neq \ emberySet $。然后，$λ$是$τ$ - 在且仅当$λ$为代表限制时才有限。
Let $Λ$ be a finite dimensional algebra such that $\mathcal{L}_Λ$ or $\mathcal{R}_Λ\neq\emptyset$. Then $Λ$ is $τ$-tilting finite if and only if $Λ$ is representation-finite.
