0
votes
0answers
23 views
stablization of cuspidal terms
Kottwitz, building on the work of Langlands and Shelstad, gave a stabilization of the elliptic terms on the geometric side of the trace formula. This stabilization depended on the …
1
vote
1answer
189 views
unramified base change in characteristic p > 0?
Hi,
Suppose that $E/F$ is a unramified extension of local fields of characteristic zero. Let
$G = GL_n$. Then it is well-known (due to Clozel?) that base change of tempered repres …
0
votes
0answers
117 views
does this follow from the Fundamental Lemma of Ngo, Laumon, Waldspurger, …?
Hi,
Does the following follow from FL?
Recall some definitions:
Let $E/F$ be an unramified extension of degree $r$ of local fields of positive characteristic.
Let $\theta\in Gal …

