论文标题
通过附近周期之间的两个几何萨克等价之间的关系
Relation between the two geometric Satake equivalence via nearby cycle
论文作者
论文摘要
Fargues和Scholze证明了与Fargues相当的几何尾巴等效性 - Fontaine曲线。另一方面，朱使用witt载体仿生的格拉曼尼亚人证明了几何萨克斯对等。在本文中，我们通过附近的周期解释了两个版本的几何Satake等价之间的关系。
Fargues and Scholze proved the geometric Satake equivalence over the Fargues--Fontaine curve. On the other hand, Zhu proved the geometric Satake equivalence using a Witt vector affine Grassmannian. In this paper, we explain the relation between the two version of the geometric Satake equivalence via nearby cycle.
