Thomas Bitoun

个人简介

Thomas Bitoun is a Professor at the Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS). He works on D‑module theory and its connections to algebraic and arithmetic geometry, singularity theory, and mathematical physics. He received his Ph.D. in mathematics from Université Paris‑Sud (advisor: Maxim Kontsevich), held positions at MIT (CLE Moore Instructor) and the University of Oxford, and was tenured at the University of Calgary in 2024 before joining SIMIS in 2025. Selected results include a proof of the p‑support conjecture for holonomic D‑modules (Inventiones Mathematicae, 2019) and a characteristic‑p theory of the b‑function (Selecta Mathematica, 2018), with later work on local cohomology and ordinarity (IMRN, 2020), p‑adic D‑modules (Crelle’s Journal, 2021), and isolated singularities (Algebra & Number Theory, 2025). His current projects include arithmetic D‑modules and AI‑assisted mathematics; his research has been supported by NSERC and an NSERC–Alberta Innovates Alliance grant.

教育经历

• 2000.9-2004.6    Université libre de Bruxelles          Mathematics       Bachelor
• 2004.9-2006.6 Université Paris 6 Pierre et Marie Curie Mathematics       Master
• 2006.10-2010.12 Universitié Paris-Sud 11 Mathematics PhD

工作经历

• 2011.9-2014.5 Massachusetts Institute of Technology CLE Moore Instructor
• 2014.9-2015.8    Higher School of Economics Research Fellow 
• 2016.1-2018.6 University of Oxford Postdoctoral Research Assistant
• 2018.10-2018.11 University of Toronto Visiting researcher 
• 2019.4-2019.6 Weizmann Institute of Science Visiting Scientist
• 2019.9-2024.6    University of Calgary Assistant Professor
• 2024.7-2025.6 University of Calgary         Associate Professor
• 2025.9-present Shanghai Institute for Mathematics and Interdisciplinary Sciences        Professor

荣誉和获奖

1. Natural Sciences and Engineering Research Council (NSERC) Discovery Grant (2020 – 2025)      130,000 CAD
2. Natural Sciences and Engineering Research Council (NSERC) Early Career Researcher Discovery Launch Supplement (2020 – 2021)      12,500 CAD
3. Natural Sciences and Engineering Research Council (NSERC) Discovery Grant COVID-19 Supplement (2020)  4,160 CAD
4. University of Calgary Teaching and Learning Grant (2024 – 2026)              14934.54 CAD
5. Natural Sciences and Engineering Research Council (NSERC) Alliance – Alberta Innovates Advance (2024 – 2026, pending NSERC approval)   300,000 CAD
6. Pacific Institute for the Mathematical Sciences (PIMS) Seminar Award      6,000 CAD
7. Pacific Institute for the Mathematical Sciences (PIMS) postdoctoral fellowship (2021-2023) 6,000 CAD awarded to Daniel Bath under my supervision
8. Centre de recherches math´ematiques (CRM) at the Universit´e de Montr´eal, Montr´eal, Canada 25,000 CAD (CRM) + 15,000 USD (NSF)

论著

• Bitoun, T., Quinlan-Gallego, E. (2025). Bernstein-Sato theory modulo $ p^ m$. Épijournal de Géométri Algébrique, 9.
• Bitoun, T. (2025). On the D-module of an isolated singularity. Algebra & Number Theory, 19(4), 763-769.
• Bitoun, T., Desrochers, J (2023). On centralizers in Azumaya domains ; International Mathematics Research Notices, Volume 2023, Issue 11, June 2023, pp 9795-9798.
• Bitoun, T., Bode, A (2021). Extending meromorphic connections to coadmissible D-modules ; Journal f¨ur die reine und angewandte Mathematik (Crelles Journal), Volume 2021, no. 778, 2021, pp 97-118.
• Bitoun, T. (2020). Length of local cohomology in positive characteristic and ordinarity ; International Mathematics Research Notices, Volume 2020, Issue 7, April 2020, pp 1921-1932.
• Bitoun, T. (2019). On the p-supports of a holonomic D-module ; Inventiones Mathematicae March 2019, Volume 215, Issue 3, pp 779-818.
• Bitoun, T., Bogner, C., Klausen, R, Panzer, E (2019). Feynman integral relations from parametric annihilators ; Letters in Mathematical Physics, Volume 109, Issue 3, March 2019, pp497-564.
• Bitoun, T., Schedler, T (2018). On D-modules related to the b-function and Hamiltonian flow ; Compositio Mathematica, Volume 154, Issue 11, November 2018, pp 2426-2440.
• Bitoun, T (2018). On a theory of the b-function in positive characteristic ; Selecta Mathematica, September 2018, Volume 24, Issue 4, pp 3501-3528