论文标题
相对奇异性类别III：集群分辨率
Relative singularity categories III: Cluster resolutions
论文作者
论文摘要
我们使用DG代数和相对奇异性类别来建立一种研究$ 2 $ -CALABI-CALABI-CALABI-YAU-YAU三角形类别的规范形式的基础。这是由聚类理论，奇异性类别，Wemyss的同源模型计划以及这些主题之间的关系引起的。
We build foundations of an approach to study canonical forms of $2$-Calabi--Yau triangulated categories with cluster-tilting objects, using dg algebras and relative singularity categories. This is motivated by cluster theory, singularity categories, Wemyss's Homological Minimal Model Program and the relations between these topics.
