Publications

• An algorithm for Aubert–Zelevinsky duality à la Mœglin–Waldspurger, with T. Lanard, preprint 2025, (86 pages). arXiv:2509.13231. Sage code.
• Unitary dual of p-adic split SO(2n+1) and Sp(2n): The good parity case (and slightly beyond), with H. Atobe, preprint 2025, (37 pages). arXiv:2505.09991.
• Local intertwining relations and co-tempered A-packets of classical groups, with H. Atobe, W. T. Gan, A. Ichino, T. Kaletha, and S. W. Shin, preprint 2024, (222 pages). arXiv:2410.13504.
• On modular rigidity for GL(n), with N. Matringe and V. Sécherre, preprint 2024, (22 pages), arXiv:2409.15209.
• Local transfer for quasi-split classical groups and congruences mod l, with V. Sécherre (with an appendix by Guy Henniart), J. Eur. Math. Soc. 27 (2025), no. 12, pp. 5173–5234. Corrigendum.
• A binary operation on irreducible components of Lusztig’s nilpotent varieties II: applications and conjectures for representations of GL_n over a non-archimedean local field, with E. Lapid, Pure and Applied Mathematics Quarterly,  Volume 21 (2025) Number 2, pp. 813–863, volume in the honor of D. Kazhdan.
• The explicit Zelevinsky–Aubert duality, with H. Atobe, Compositio Mathematica, Volume 159, Issue 2 , (2023) , pp. 380–418.
• Cyclic representations of general linear p-adic groups, with M. Gurevich, J. Algebra 585 (2021), 25–35.
• Conjectures and results about parabolic induction of representations of GL_n(F), with E. Lapid, Invent. Math. 222 (2020), no. 3, 695–747.
• Geometric conditions for square-irreducibility of certain representations of the general linear group over a non-archimedean local field, with E. Lapid, Adv. Math. 339 (2018), 113–190. Corrigendum.
• Correspondance de Jacquet-Langlands locale et congruences modulo l, with V. Sécherre, Invent. Math. 208 (2017), no. 2, 553–631.
• On parabolic induction on inner forms of the general linear group over a non-archimedean local field, with E. Lapid, Select. Math., volume en l’honneur de Bernstein, 22 No. 4 (2016), 2347–2400.
• Classification des représentations modulaires de GL(n,q) en caractéristique non-naturelle, with V. Sécherre, Contemporary Math. 649 (2015).
• L’involution de Zelevinski modulo l, with V. Sécherre, Representation Theory 19 (2015), 236–262.
• Endoscopic Classification of Representations: Inner Forms of Unitary Groups, with T. Kaletha, S. W. Shin and P. J. White, preprint 2014 (220 pages).
• Unramified l-modular representations of GL(n,F) and its inner forms, with V. Sécherre, Int. Math. Res. Notices 8 (2014), 2090–2118.
• Représentations lisses modulo l de GL(m,D), with V. Sécherre, Duke Math. J. 163 (2014), 795–887.
• Types modulo l pour les formes intérieures de GL(n) sur un corps local non archimédien, with V. Sécherre, Proc. Math. London Soc. 109 (2014), no. 4, 823–891.
• On a determinantal formula of Tadic, with E. Lapid, Amer. J. of Math. 136, 1, (2014), 111–142.
• Représentations banales de GL(m,D), with V. Sécherre, Compos. Math. 149 (2013), p. 679–704.
• Une condition suffisante pour l’irréductibilité d’une induite parabolique de GL(m,D), with I. Badulescu and E. Lapid, Ann. Inst. Fourier 63, volume 6 (2013), 2239–2266.
• Fonctions zêta l-modulaires, The Hiroshi Saito Memorial Volume, Nagoya Math. J. 208 (2012), 39–65.
• Conservation relation for cuspidal representations, Math. Ann. 352 (2012), 179–188.
• Unramified representations of unitary groups, chapter of the book “Stabilisation de la formule des traces, variétés de Shimura, et applications arithmétiques”. Int. Press of Boston. (2011) ISBN 978-1-57146-227-5.
• Sur l’irréductibilité d’une induite parabolique, J. Reine Angew. Math. 629 (2009), 107–131.
• Correspondance de Howe explicite: paires duales de type II, Ann. Scient. Ec. Norm. Sup., 41, f. 5, 2008, 715–739.
• l-modular local theta correspondence: dual pairs of type II, Kokyuroku, proceedings RIMS, Kyoto, 2008.
• Correspondance de Howe l-modulaire : paires duales de type II. Thèse de doctorat, Orsay 2006.