论文标题
Noetherian Hopf代数的本地有限表示
Locally Finite Representations Over Noetherian Hopf algebras
论文作者
论文摘要
我们在特征零字段上研究了一些Noetherian代数的有限维表示。更准确地说，我们为在摄入的船体下关闭的本地尺寸表示形式提供了必要和足够的条件，并扩展了针对小组戒指的已知结果，并将代数封装到矿石扩展，Hopf越过跨产品和offine offine offine offine offine offine hopf代数。
We study finite dimensional representations over some Noetherian algebras over a field of characteristic zero. More precisely, we give necessary and sufficient conditions for the category of locally finite dimensional representations to be closed under taking injective hulls and extend results known for group rings and enveloping algebras to Ore extensions, Hopf crossed products and affine Hopf algebras of low Gelfand-Kirillov dimension.
