论文标题
多层箭筒和更高的片代数
Multi-layer quivers and higher slice algebras
论文作者
论文摘要
在本文中，我们介绍了多层箭袋，并展示了如何使用界限Quivers构建$（n+1）$ - 无限型代数的$（n+1）$ - 无限类型的代数。这导致构建$（n+1）$ - 无限类型代数为矩阵代数，并作为$ n $ n $ slice代数的张量代数，其模块类别的等价类别作为$ \ \\\\\\\\\\\\\\\\\\\\此，这导致其模块类别的模块类别类别作为模块类别的类别类别。
In this paper, we introduce multi-layer quiver and show how to construct an $(n+1)$-slice algebras of infinite type from an $n$-slice algebra of infinite type using the bound quivers. This leads to constructing $(n+1)$-slice algebras of infinite type as matrix algebra and as tensor algebra of an $n$-slice algebra and equivalences of their module categories as the module categories of diagram of some quiver of type $\widetilde{A}_{n+1}$.
