Draft:Chevalley Prize
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[[thumb|right|The prize is named after Claude Chevalley]]
| Chevalley Prize in Lie Theory | |
|---|---|
| Awarded for | Outstanding published work in Lie theory during the previous six years |
| Presented by | American Mathematical Society |
| Website | www |
The Chevalley Prize in Lie Theory is a biennial prize awarded by the American Mathematical Society (AMS) for outstanding published research in Lie theory over the preceding six years. It was endowed by George Lusztig in 2014 and named after Claude Chevalley, a founding member of the Bourbaki group and a key figure in the development of Lie theory. The prize is awarded in even-numbered years and currently carries a cash award of US$8,000.
History
The prize was endowed by George Lusztig of the Massachusetts Institute of Technology in 2014 to honor his mentor Claude Chevalley, whose work laid the foundation for Lie theory and its connections to algebraic geometry, class field theory, and group theory. The AMS Council approved the establishment of the prize in January 2015, and the first award was given in 2016.
Selection criteria
The prize recognizes outstanding research in Lie theory published during the previous six years. Nominees should normally have received their Ph.D. no more than 25 years before the nomination deadline. There are no restrictions on nationality, AMS membership, or place of publication.
List of recipients
| Year | Recipient(s) | Institution(s) at the time of award | Citation |
|---|---|---|---|
| 2026 | Tasho Kaletha Zhiwei Yun |
University of Bonn Massachusetts Institute of Technology |
Kaletha was cited for his contributions to supercuspidal representations and Bruhat–Tits theory, and for modernising the theory of Bruhat–Tits in a monograph with Gopal Prasad.
Yun was cited for his deep work in geometric representation theory and its applications to number theory, including contributions to Kazhdan–Lusztig theory, character sheaves, and the categorification of the Langlands program. |
| 2024 | Victor Ostrik | University of Oregon | For his foundational contributions to the theory of tensor categories, which have found deep applications in modular representation theory and Lie theory. |
| 2022 | Xuhua He | Chinese University of Hong Kong | For substantial advances in several areas of Lie theory, including the cocenter of Hecke algebras of p-adic groups, the geometry of affine Deligne–Lusztig varieties, and the modular representation theory of semisimple groups. |
| 2020 | Huanchen Bao Weiqiang Wang |
National University of Singapore University of Virginia |
For foundational contributions to the theory of quantum symmetric pairs. |
| 2018 | Dennis Gaitsgory | Max Planck Institute for Mathematics | For his foundational work on the geometric Langlands program, where he systematically developed a series of heuristic ideas into a coherent theory. |
| 2016 | Geordie Williamson | Max Planck Institute for Mathematics | For his work in the representation theory of Lie algebras and algebraic groups, including the first purely algebraic proof of the Kazhdan–Lusztig conjecture and the construction of counterexamples to another long-standing conjecture of Lusztig. |
See also
References
External links
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