The local Langlands conjecture for GSp(4) Page 1 Annals of Mathematics 173 (2011), 1841-1882
doi: 10.4007/aimals.2011.173.3.12 The local Langlands conjecture for GSp(4) By Wee Teck …

Arthur's multiplicity formula for GSp4 and restriction to Sp4 Page 1 Toby Gee & Olivier Taïbi
Arthur’s multiplicity formula for GSp4 and restriction to Sp4 Tome 6 (2019), p. 469-535. <http://jep.centre-mersenne.org/item/JEP_2019__6__469_0> …

For every genuine irreducible admissible smooth representation $\pi $ of the metaplectic
group $\widetilde {{\rm Sp}}(2n) $ over a $ p $-adic field, and every smooth oscillator …

For $ E/F $ quadratic extension of local fields and $ G $ a reductive algebraic group over $ F
$, the paper formulates a conjecture classifying irreducible admissible representations of …

Let $ F $ be a number field. These notes explore Galois-theoretic, automorphic, and motivic
analogues and refinements of Tate's basic result that continuous projective representations …

We prove that every irreducible, admissible representation π of GSp (4, F), where F is a non-
archimedean local field of characteristic zero, admits a Bessel functional, provided π is not …

We show that the local Langlands conjecture for Sp 2n (F) follows from that for GSp 2n (F),
where F is a non-Archimedean local field of characteristic 0. In particular, we prove the local …

Abstract In his monograph Arthur (The endoscopic classification of representations:
orthogonal and symplectic groups, Colloquium Publications, American Mathematical …

Abstract Let G⊆ CG be two quasisplit connected reductive groups over a local field of
characteristic zero and having the same derived group. Although the existence of L-packets …

Let F be a non-Archimedean local field. Consider G_n:= GL_n (F) and let M:= G_l* G_ {nl} be
a maximal Levi subgroup of G_n. In this article, we compute the semisimplified Jacquet …