论文标题
通过限制注射对象的DG升级独特性
Uniqueness of dg-lifts via restriction to injective objects
论文作者
论文摘要
我们证明了DG-Lifts的独特性结果，用于分离的Noetherian方案之间的平坦形态的衍生推送和回溯函数，即在未绑定或有限的类别类别的类别类别之间。该技术纯粹是代数类别的，涉及从其限制中重建DG-LIFT到注射对象的子类别。
We prove a uniqueness result of dg-lifts for the derived pushforward and pullback functors of a flat morphism between separated Noetherian schemes, between the unbounded or bounded below derived categories of quasi-coherent sheaves. The technique is purely algebraic-categorical and involves reconstructing dg-lifts uniquely from their restrictions to the subcategories of injective objects.
