论文标题
完美综合体类别的有界T结构
Bounded t-structures on the category of perfect complexes
论文作者
论文摘要
令$ x $为有限维度的Noetherian计划。 Antieau，Gepner和Heller猜想，当$ x $是常规的时，其派生的Perfect Complextes的派生类别具有有限的T结构。 我们证明了一个概括，为此，我们削减了迄今为止在类似三角形类别理论中获得的一些技术。
Let $X$ be a finite-dimensional, noetherian scheme. Antieau, Gepner and Heller conjectured that its derived category of perfect complexes has a bounded t-structure if and only if $X$ is regular. We prove a generalization, and to do so we sharpen some of the techniques so far obtained in the theory of approximable triangulated categories.
