论文标题
中山代数
Delooping Level of Nakayama algebras
论文作者
论文摘要
我们给出了林德尔最近结果的另一个证据，林格尔（Ringel）宣称了纳卡亚山（Nakayama）代数的有限维度和deloop级别之间的平等。主要工具是\ cite {sen2019}中介绍的syzygy滤过方法。特别是，我们给出了有资格维度的一个Nakayama代数的特征。
We give another proof of the recent result of Ringel, which asserts equality between the finitistic dimension and delooping level of Nakayama algebras. The main tool is syzygy filtration method introduced in \cite{sen2019}. In particular, we give characterization of the finitistic dimension one Nakayama algebras.
