论文标题
加上构造的计算
Calculations for Plus Constructions
论文作者
论文摘要
在ARXIV：2209.06121中，他们定义了单型类别的一般构造，并表明，如果单体类别是独特的分解类别，则加上构造将产生Feynman类别。在本文中，我们将重点介绍用于构建UFC的不同方法，并通过明确的计算来演示加大构造如何复制和阐明许多现有的构造。
In arXiv:2209.06121, they defined a general plus construction for monoidal categories and showed that if the monoidal category is a unique factorization category, then the plus construction yields a Feynman category. In this paper, we will focus on different methods for constructing UFCs and demonstrate how the plus construction reproduces and clarifies many existing constructions through explicit computations.
