论文标题
几何部分综合全球化
Globalization for geometric partial comodules
论文作者
论文摘要
我们讨论了带有下定位的单体类别中几何部分综合的全球化，并提供一个具体的程序来构造它。我们的方法所需的轻度假设使得可以在许多利益的情况下应用它，在某些情况下从文献中恢复并扩展了许多临时全球化结构，并在某些情况下为全球化提供阻碍。
We discuss globalization for geometric partial comodules in a monoidal category with pushouts and we provide a concrete procedure to construct it, whenever it exists. The mild assumptions required by our approach make it possible to apply it in a number of contexts of interests, recovering and extending numerous ad hoc globalization constructions from the literature in some cases and providing obstruction for globalization in some other cases.
