论文标题
椭圆度和离散系列
Ellipticity and discrete series
论文作者
论文摘要
我们通过基础解释意味着为什么存在一个真正还原组$ g $的离散系列表示形式，这意味着存在$ g $的紧凑型cartan子组。提出的方法有可能将其推广到真实的球形空间。
We explain by elementary means why the existence of a discrete series representation of a real reductive group $G$ implies the existence of a compact Cartan subgroup of $G$. The presented approach has the potential to generalize to real spherical spaces.
