论文标题
量子对称性的代数和类别的注入性
Injectivity for algebras and categories with quantum symmetry
论文作者
论文摘要
我们建立了为Unital-Yetter-Drinfeld C*代数的注射信封的存在，以及与刚性C*-tensor类别相关类别的相关类别类别。这意味着针对Drinfeld双打紧凑型量子基团的边界作用的单体不变性。
We establish the existence of injective envelopes for unital Yetter-Drinfeld C*-algebras, and a related class of bimodule categories over rigid C*-tensor categories. This implies monoidal invariance for boundary actions of Drinfeld doubles of compact quantum groups.
