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The following pages link to Un résultat de transfert et un résultat dintégrabilité locale des caractères en caractÉristique non nulle (Q4441265):

Displaying 18 items.

Transfers of $K$-types on local theta lifts of characters and unitary lowest weight modules (Q466063) (← links)
Topological Jordan decompositions (Q932856) (← links)
Integration on valuation fields over local fields (Q989213) (← links)
Intégrabilité locale des caractères du groupe GL(n,k) où k est un corps local de caractéristique positive. (Local integrability of the characters of the group GL(n,k), with k a local field of positive characteristic) (Q1086684) (← links)
Représentations de Weil et $GL_ 2$. Algèbres de division et $GL_ n.$ (Vers les corps de classes galoisiens. I, II). (Weil representations and $GL_ 2$. Division algebras and $GL_ n$. (Towards Galois class fields. I, II)) (Q1089046) (← links)
An irreducibility result in non-zero characteristic (Q1772212) (← links)
Plancherel measure for GL($n,F$) and GL($m,D$): Explicit formulas and Bernstein decomposition (Q1775569) (← links)
Orthogonality of characters of $\text{GL}_n$ over a local field of non-zero characteristic (Q1964703) (← links)
On an inequality of Bushnell-Henniart for Rankin-Selberg conductors (Q2130534) (← links)
Character and formal degree for the interior forms of $\mathrm{GL}(n)$ on a local field of nonzero characteristic (Q2655183) (← links)
(Q4213238) (← links)
Intégrales orbitales sur $GL(N,F)$ où $F$ est un corps local non archimédien (Q4221811) (← links)
Intégrabilité locale des caractères tordus de GLn (Q4449488) (← links)
ON THE -ADIC COHOMOLOGY OF SOME -ADICALLY UNIFORMIZED SHIMURA VARIETIES (Q4691770) (← links)
On the Kottwitz-Shelstad normalization of transfer factors for automorphic induction for GLn (Q4903242) (← links)
Simple characters and coefficient systems on the building (Q5269807) (← links)
Transfer to Characteristic Zero of the Jacquet–Mao’s Metaplectic Fundamental Lemma (Q5853690) (← links)
Smooth transfer of Kloosterman integrals (Q5907050) (← links)