Sur la classification des séries discrètes des groupes classiques \(p\)-adiques: paramètres de Langlands et exhaustivité. (On the classification of discrete series of classical \(p\)-adic groups: Langlands parameters and exhaustivity.)

From MaRDI portal
Publication:1614961

DOI10.1007/s100970100033zbMath1002.22009OpenAlexW2018883004MaRDI QIDQ1614961

Colette Moeglin

Publication date: 10 September 2002

Published in: Journal of the European Mathematical Society (JEMS) (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/s100970100033




Related Items (46)

On Langlands quotients of the generalized principal series isomorphic to their Aubert dualsComposition series of generalized principal series; the case of strongly positive discrete seriesDuality for classical 𝑝-adic groups: The half-integral caseGeneric representations of metaplectic groups and their theta liftsOn the cuspidal support of discrete series for \(p\)-adic quasisplit \(\mathrm{Sp}(N)\) and \(\mathrm{SO}(N)\)Centre de Bernstein dual pour les groupes classiquesOn representations induced from the Zelevinsky segment and a tempered representation in the half-integral caseUnitarizability in Corank Three for Classical 𝑝-adic GroupsNon-Siegel Eisenstein series for symplectic groupsThe Tadić philosophy: an overview of the guiding principles and underlying ideas in the work of Marko TadićOn reducibility of representations induced from the essentially Speh representations and discrete seriesComposition series of a class of induced representations built on discrete seriesRepresentations induced from essentially speh and strongly positive discrete seriesDiscrete series of odd general spin groupsConstruction of discrete series for classical 𝑝-adic groupsReducibility points for representations induced from cuspidal onesOn invariants of discrete series representations of classical \(p\)-adic groupsON THE LOCAL LANGLANDS CORRESPONDENCE FOR SPLIT CLASSICAL GROUPS OVER LOCAL FUNCTION FIELDSUnnamed ItemOn tempered and square integrable representations of classical \(p\)-adic groupsSur les paquets d’Arthur des groupes classiques et unitaires non quasi-déployésStrongly positive representations of metaplectic groupsTempered representations for classical \(p\)-adic groupsReducibility of representations induced from the Zelevinsky segment and discrete seriesOn the structure of theta lifts of discrete series for dual pairs \((\text{Sp}(n), \text{O}(V))\)Representations induced from cuspidal and ladder representations of classical 𝑝-adic groupsUnnamed ItemComposition series of a class of induced representations, a case of one half cuspidal reducibilityCOMPARISON OF LOCAL RELATIVE CHARACTERS AND THE ICHINO–IKEDA CONJECTURE FOR UNITARY GROUPSRepresentations induced from the Zelevinsky segment and discrete series in the half-integral caseSur certains paquets d’Arthur et involution d’Aubert-Schneider-Stuhler généraliséeBase change for ramified unitary groups: the strongly ramified caseStrongly positive representations of \(\mathrm{GSpin}_{2n+1}\) and the Jacquet module method (with an appendix ``Strongly positive representations in an exceptional rank-one reducibility case by Ivan Matić)The unitarizability of the Aubert dual of strongly positive square integrable representationsFirst occurrence indices of tempered representations of metaplectic groupsUnitarizability of a certain class of irreducible representations of classical groupsNon-cuspidal square integrable automorphic forms.Strongly positive subquotients in a class of induced representations of classical \(p\)-adic groupsOn the non-unitary unramified dual for classical 𝑝–adic groupsGeneralized injectivity conjecture for classical p-adic groups. IIJacquet modules of strongly positive representations of the metaplectic group $\widetilde {Sp(n)}$Discrete series and the essentially Speh representationsOn unitarizability and Arthur packetsIrreducibility criteria for the generalized principal series of unitary groupsThe generalized injectivity conjectureOn Jacquet modules of representations of segment type



Cites Work


This page was built for publication: Sur la classification des séries discrètes des groupes classiques \(p\)-adiques: paramètres de Langlands et exhaustivité. (On the classification of discrete series of classical \(p\)-adic groups: Langlands parameters and exhaustivity.)