Fintzen, J, Supercuspidal representations in non-defining characteristics,
Journal of Algebra, vol. 656
(October, 2024),
pp. 196-205 [doi] [abs]
Fintzen, J; Kaletha, T; Spice, L, A TWISTED YU CONSTRUCTION, HARISH-CHANDRA CHARACTERS, AND ENDOSCOPY,
Duke Mathematical Journal, vol. 172 no. 12
(January, 2023),
pp. 2241-2301 [doi] [abs]
Fintzen, J, Tame Cuspidal Representations in Non-Defining Characteristics,
Michigan Mathematical Journal, vol. 72
(August, 2022),
pp. 331-342 [doi] [abs]
Fintzen, J, On the construction of tame supercuspidal representations,
Compositio Mathematica, vol. 157 no. 12
(December, 2021),
pp. 2733-2746 [doi] [abs]
Fintzen, J, Tame Tori in p-Adic Groups and Good Semisimple Elements,
International Mathematics Research Notices, vol. 2021 no. 19
(October, 2021),
pp. 14882-14904 [doi] [abs]
Recent Grant Support
RTG: Linked via L-functions: training versatile researchers across number theory, National Science Foundation, 2023/10-2028/09.
CAREER: Representations of p-adic Groups and Different Incarnations of the Langlands Program, National Science Foundation, 2021/08-2027/07.
Sloan Foundation Fellowship for Jessica Fintzen in Mathematics, Alfred P. Sloan Foundation, 2021/09-2025/09.
Representations of p-adic Groups and the Local Langlands Correspondence, National Science Foundation, 2020/08-2023/07.
