论文标题
双重雷德福德代数的有限维霍夫代数分类
Classification of finite-dimensional Hopf algebras over dual Radford algebras
论文作者
论文摘要
我们确定并将所有有限维的HOPF代数分类在一个代数封闭的特征零字段上，其Hopf Coradicals对prime $ p> 5 $的双dime $ 4p $ 4p $ 4p $ 4p $ 4p $ 4p $ 4p $ 4p $ 4p。特别是，我们获得了有限维霍夫（Hopf）代数的新例子，而没有双重雪佛兰财产。
We determine and classify all finite-dimensional Hopf algebras over an algebraically closed field of characteristic zero whose Hopf coradicals are isomorphic to dual Radford algebras of dimension $4p$ for a prime $p>5$. In particular, we obtain families of new examples of finite-dimensional Hopf algebras without the dual Chevalley property.
