论文标题
在一个还原P-Adic组的Steinberg特征上
On the Steinberg character of a reductive p-adic group
论文作者
论文摘要
本文的目的是允许在连接的还原P-Adic组上构造Steinberg钢化特征的概括。我们证明，通过类比对有限的还原组的Jacquet模块的弱限制是不变的。
The aim of this paper is to give generalizationof the constructionof the Steinberg tempered character on a connected reductive p-adic group. We prove that this character is invariant by the weak restriction of the Jacquet module by analogy to finite reductive groups.
