G. Henniart

collaborators

4 papers

math.NT2025

Simple supercuspidal L-packets of split special orthogonal groups over dyadic fields

Moshe Adrian, Guy Henniart, Eyal Kaplan +1

We consider the split special orthogonal group $SO_{N}$ defined over a $p$ -adic field. We determine the structure of any $L$ -packet of $SO_{N}$ containing a simpl…

math.RT2025

Representations of $S L_{2} (F)$

Guy Henniart, Marie-France VignÃ©ras

Let $p$ be a prime number, $F$ a non-archimedean local field with residue characteristic $p$ , and $R$ an algebraically closed field of characteristic different from $p$ . We thoro…

math.RT2024

On generic representations of quasi-split reductive groups over local fields of positive characteristic

Let $F$ be a locally compact non-Archimedean field, and $G$ a connected quasi-split reductive group over $F$ . We are interested in complex irreducible smooth generic representa…

math.RT2024

Reducibility points and characteristic $p$ local fields I- Simple supercuspidal representations of symplectic groups

Corinne Blondel, Guy Henniart, Shaun Stevens

Let $F$ be a non-Archimedean local field with odd characteristic $p$ . Let $N$ be a positive integer and $G = S p_{2 N} (F)$ . By work of LomelÃ on $I^^{3}$ -factors of pairs and converse the…

Simple supercuspidal L-packets of split special orthogonal groups over dyadic fields

Representations of SL2​(F)

On generic representations of quasi-split reductive groups over local fields of positive characteristic

Reducibility points and characteristic p local fields I- Simple supercuspidal representations of symplectic groups

Representations of $S L_{2} (F)$

Reducibility points and characteristic $p$ local fields I- Simple supercuspidal representations of symplectic groups