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discrete spectrum of the GL(n) groups. Other works are devoted to orbital integrals on p-adic groups: unipotent orbital integrals, proof of the conjecture of
Langlands-Shelstad transfer conditional on the "fundamental lemma" (which was later proved by Ngo-Bao-Chau). J.-L. Waldspurger proved the Gross-Prasad conjecture for SO(N) groups on a p-adic field. With C. Moeglin, he wrote two large volumes establishing the stable trace formula for twisted spaces.
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J.-L. Waldspurger's work concerns the theory of automorphic forms. He highlighted the links between
Fourier coefficients of modular shapes of half full weight and function values L or periods of modular shapes of full weight. With C. Moeglin, he demonstrated Jacquet's conjecture describing the
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for orthogonal groups. He played a role in the proof of the
433:"DIX-HUIT NOUVEAUX MEMBRES ÉLUS A L'ACADÉMIE DES SCIENCES"
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Stabilisation de la formule des traces tordue. Volume 1
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Some recent publications are available on its website.
315:(1). Springer Science and Business Media LLC: 1–169.
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Annales scientifiques de l'École normale supérieure
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360:Moeglin, Colette; Waldspurger, Jean-Loup (2016).
486:This article about a French mathematician is a
305:"Le lemme fondamental pour les algèbres de Lie"
274:(4). Societe Mathematique de France: 605–674.
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463:Jean-Loup Waldspurger, Mathématicien
309:Publications mathématiques de l'IHÉS
557:21st-century French mathematicians
552:20th-century French mathematicians
490:. You can help Knowledge (XXG) by
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194:in 1996. He was awarded the 2009
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205:. He was elected as a member of
547:École Normale Supérieure alumni
414:from the original on 2020-08-09
303:Ngô, Bao Châu (23 April 2010).
107:(born 2 July 1953) is a French
562:Clay Research Award recipients
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155:in 1980, under supervision of
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257:{\displaystyle {\rm {GL}}(n)}
115:and related areas. He proved
125:Gan–Gross–Prasad conjecture
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192:French Academy of Sciences
331:10.1007/s10240-010-0026-7
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203:-adic harmonic analysis
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181:Mergier–Bourdeix Prize
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105:Jean-Loup Waldspurger
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16:French mathematician
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364:(in French). Cham.
281:10.24033/asens.1595
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