论文标题
通过含量富含数量的类别的分类拓扑密度
Density in categorical topology via quantaloid-enriched categories
论文作者
论文摘要
基于Garner的发现，拓扑类别是富含数量的总类别，本文介绍了一系列与定量拓扑中的初始密度和最终密度相关的结果，该类别通过（CO）富含数量的类别中的（CO）密度，重点关注（共同）Sierpiński对象，Galois对应于（Galois及其固定点）。
Based on Garner's discovery that topological categories are total categories enriched in a quantaloid, this paper presents a series of results related to initial and final density in categorical topology via (co)density in quantaloid-enriched categories, focusing on (co-)Sierpiński objects, Galois correspondences and their fixed points.
