论文标题
派生的Langlands III：PSH代数及其数值不变性
Derived Langlands III: PSH algebras and their numerical invariants
论文作者
论文摘要
该衍生的Langlands II的续集研究了一些PSH代数及其数值不变性，从而推广了当地Langlands计划的Epsilon因子。它还描述了一个猜想的HOPF代数结构，这些结构是在$ p $ - 亚种本地领域或有限磁场上的一般线性组的超晶体代数的总和。
This sequel to Derived Langlands II studies some PSH algebras and their numerical invariants, which generalise the epsilon factors of the local Langlands Programme. It also describes a conjectural Hopf algebra structure on the sum of the hyperHecke algebras of products of the general linear groups over a $p$-adic local field or a finite field.
