论文标题
模块化仿射Hecke类别和常规的UNIPOTENT CENTERMIZER
Modular affine Hecke category and regular unipotent centralizer
论文作者
论文摘要
在本文中，我们在一些轻微的明确假设下提供了对兰兰兹双阳性标志变种的不良支线的定期单位元素中心元素类别的几何描述。这种等价是由“几何兰兰兹”哲学提出和动机的，并在后来的工作中用于构建与给定还原群体的仿射hecke代数相关的类别等效性。
In this paper we provide, under some mild explicit assumptions, a geometric description of the category of representations of the centralizer of a regular unipotent element in a reductive algebraic group in terms of perverse sheaves on the Langlands dual affine flag variety. This equivalence is suggested and motivated by the "geometric Langlands" philosophy, and is used in later work to construct equivalences of categories relating various geometric incarnations of the affine Hecke algebra of the given reductive group.
