论文标题
不正当的Schobers和Orlov等价
Perverse schobers and Orlov equivalences
论文作者
论文摘要
一个不错的Schober是Kapranov-Schechtman提出的不正当捆的分类。在本文中，我们在Riemann Sphere上构建了不正当的Schobers的示例，该示例是由Calabi-yau Hypersurfaces的镜像对称性产生的天然局部系统的交点复合物进行分类。 Orlov等效性在施工中起着关键作用。
A perverse schober is a categorification of a perverse sheaf proposed by Kapranov--Schechtman. In this paper, we construct examples of perverse schobers on the Riemann sphere, which categorify the intersection complexes of natural local systems arising from the mirror symmetry for Calabi-Yau hypersurfaces. The Orlov equivalence plays a key role for the construction.
