论文标题
在Laistrygongonian Nichols代数上是域
On the Laistrygonian Nichols algebras that are domains
论文作者
论文摘要
我们考虑一类Nichols代数$ \ MATHSCR {B}（\ Mathfrak l_q（1，\ Mathscr {G}））$在[3]中引入，它们是域中，并且具有许多有利的属性，例如与规范和强烈的Noetherian。我们对它们的有限维简单模块及其点模块进行了分类。
We consider a class of Nichols algebras $\mathscr{B} (\mathfrak L_q( 1, \mathscr{G}))$ introduced in [3] which are domains and have many favorable properties like AS-regular and strongly noetherian. We classify their finite-dimensional simple modules and their point modules.
