论文标题
在（CO）以$ \ infty $ - 类别结束
On (co)ends in $\infty$-categories
论文作者
论文摘要
在此简短说明中，我们证明（CO）的两个定义以$ \ infty $ - 类别结束，通过扭曲的箭头$ \ infty $ - 类别以及通过$ \ infty $ - 简单类别的简单类别等效。我们还表明，可以将加权（CO）限制定义为某些（CO）末端，也可以分别描述为（CO）限制在左右纤维上。
In this short note we prove that two definitions of (co)ends in $\infty$-categories, via twisted arrow $\infty$-categories and via $\infty$-categories of simplices, are equivalent. We also show that weighted (co)limits, which can be defined as certain (co)ends, can alternatively be described as (co)limits over left and right fibrations, respectively.
