论文标题
弯曲的躺椅bosonization bialgebras
Bosonization of curved Lie bialgebras
论文作者
论文摘要
我们使用Cartier的前对称性单体类别来研究双齿。我们证明，在此框架中可以持续进行玻体化。在本文的最后一部分中，我们提出了明确的例子，并表明某些弯曲的双子骨与尼科尔斯代数之间存在深厚的关系。
We use Cartier's preadditive symmetric monoidal categories to study Lie bialgebras. We prove that bosonization can be done consistently in this framework. In the last part of the paper we present explicit examples and indicate a deep relationship between certain curved Lie bialgebras and Nichols algebras over abelian groups.
