Abstract: One of the principles of the endoscopic classification
is that if an automorphic representation of a classical group is
non-tempered at any place, then it should arise as a transfer from
an endoscopic subgroup. One also knows that any...
Abstract: Let G be a connected reductive group over a p-adic
field F and let $\pi$ be an irreducible admissible representation of
$G(\overline{F})$. Due to Harish-Chandra, there is a development of
the character of $\pi$ near the origin and we can...
