论文标题
通用刚性的Abelian张量类别和Schur有限
Universal rigid abelian tensor categories and Schur finiteness
论文作者
论文摘要
我们更详细地研究了ARXIV：2111.11217 [MATH：AG]的构建，尤其是在Schur-Finite刚性$ \ otimes $ - 类别的情况下。这为刚性添加剂和Abelian $ \ otimes $ - 类别的理想结构带来了一些基础。
We study the construction of arXiv:2111.11217 [math:AG] in more detail, especially in the case of Schur-finite rigid $\otimes$-categories. This leads to some groundwork on the ideal structure of rigid additive and abelian $\otimes$-categories.
