论文标题
$ c_2 $ raded群体的真实表示：线性和遗产理论
Real Representations of $C_2$-Graded Groups: The Linear and Hermitian Theories
论文作者
论文摘要
我们研究有限的$ C_2 $分组的线性和遗传学表示。我们证明，线性表示的类别等效于$ \ infty $ - 类别。我们还证明，作为$ \ infty $ - 类别类别的遗传学表示等同于通常表示的类别。
We study linear and hermitian representations of finite $C_2$-graded groups. We prove that the category of linear representations is equivalent to a category of antilinear representations as an $\infty$-category. We also prove that the category hermitian representations, as an $\infty$-category, is equivalent to a category of usual representations.
