论文标题
Milnor-Moore定理，用于特征零
Milnor-Moore theorems for bialgebras in characteristic zero
论文作者
论文摘要
在特征零的字段上，我们在某些类别的双栅栏之间构建等价，这些类别是由grouplikes和generallize opentives产生的，以及某些类别的结构化lie代数。相关的双重家族包括许多没有连接的，并且未能接纳对抗原。
Over fields of characteristic zero, we construct equivalences between certain categories of bialgebras which are generated by grouplikes and generalized primitives, and certain categories of structured Lie algebras. The relevant families of bialgebras include many which are not connected, and which fail to admit antipodes.
