论文标题
在未受到的爱森斯坦光谱上
On the unramified Eisenstein spectrum
论文作者
论文摘要
对于一个全球字段上的分裂还原组$ {}^l g $，我们确定球形Hecke代数的频谱来自最小的抛物线$ {}^l b $的未造成的Eisenstein系列。这是使用Springer堆栈$ t^*的一定分解来完成的（b \ backslash g/ b）$ $ t langlands Dual Group的$ tual coobordism coobordisms中的同一个合适的商堆栈的添加剂。
For a split reductive group ${}^L G$ over a global field, we determine the spectrum of the spherical Hecke algebra coming from the unramified Eisenstein series for the minimal parabolic ${}^L B$. This is done using a certain decomposition of the Springer stack $T^*(B \backslash G/ B)$ for the Langlands dual group in the additive group of cobordisms of cohomologically proper derived quotient stacks.
