论文标题
卡地亚变换和棱柱形晶体
Cartier transform and prismatic crystals
论文作者
论文摘要
我们表明，可以通过明确的局部Q-Twist的Simpson对应关系在本地识别类别的抽象等效性，称为Cartier变换，Q-Cristaline和Prismatic位点之间的晶体之间的抽象等效性。这建立了四个与相关的共同体理论兼容的等价。我们将自己限制为简单，以限制一个情况。
We show that the abstract equivalence of categories, called Cartier transform, between crystals on the q-crystalline and prismatic sites can be locally identified with the explicit local q-twisted Simpson correspondence. This establishes four equivalences that are all compatible with the relevant cohomology theories. We restrict ourselves for simplicity to the dimension one situation.
