论文标题
中心性和有限产品与固定产品的通勤性
Centrality and the commutativity of finite products with coequalisers
论文作者
论文摘要
我们研究了从尖锐的类别中衍生出的环境中的形态中心性，在该环境中，二进制产品与同等级别的二进制产品通勤。本文的主要结果表明，在我们的环境中保留了中央形态的许多中心形态的行为，包括（弱）Unital的类别，但在Unitital环境之外也是如此。
We study centrality of morphisms in a setting derived from that of a pointed category in which binary products commute with coequalisers. The main results of this paper show that much of the behaviour of central morphisms for unital categories is retained in our setting, including categories which are (weakly) unital, but also categories outside of the unital setting.
