论文标题
关于差分类别与一个赋值类别之间的等价性的评论
Remarks on the equivalence between differential graded categories and A-infinity categories
论文作者
论文摘要
我们表明，差异分类类别的同型理论和$ \ mathrm {a} _ \ infty $ - 字段上的类别等于$（\ infty，1）$ - 分类级别。结果是Canonaco-ornaghi-Stellari定理的推论，并结合了不同版本的$（\ infty，1）$类别之间的一般关系。
We show that the homotopy theories of differential graded categories and $\mathrm{A}_\infty$-categories over a field are equivalent at the $(\infty,1)$-categorical level. The results are corollaries of a theorem of Canonaco-Ornaghi-Stellari combined with general relationships between different versions of $(\infty,1)$-categories.
