Shubhodip Mondal

I am a postdoctoral fellow in mathematics at the University of British Columbia (2023-).
Previously, I was at the Institute for Advanced study (Jan - July, 2024) and at the
Max Planck Institute for Mathematics, in Bonn (2022-2023). I obtained my PhD
from the University of Michigan in 2022, advised by Bhargav Bhatt. Next, I will be joining
Purdue University as an Assistant Professor.

I am interested in arithmetic geometry and homotopy theory.

Here is my CV (last updated: 22.01.2025).

With Kai Behrend and Jim Bryan, I am co-organizing the UBC Algebraic Geometry Seminar.

Contact

Email: smondal (at) math.ubc.ca

Office: 209, Dept. of Mathematics, University of British Columbia
1984 Mathematics Rd, Vancouver, BC, V6T 1Z2.

Office hours: Monday, 1-3pm.

Papers

13. Zeta functon of F-gauges and special values, PDF (last updated: 26.12.2024).

12. Affine stacks and derived rings (with Mathew), PDF (last updated: 02.01.2025).

11. Dieudonn'e theory via cohomology of classifying stacks II, PDF (last updated: 04.09.2024; submitted).

10. p-typical curves on p-adic Tate twists and de Rham-Witt forms (with Devalapurkar), PDF (last updated: 30.10.2023; submitted).

9. Unipotent homotopy theory of schemes (with Reinecke), PDF (last updated: 31.05.2023; submitted).

8. On Postnikov completeness for replete topoi (with Reinecke), PDF; to appear in Homology, Homotopy and Applications.

7. Ind-'etale vs formally 'etale (with Mukhopadhyay), PDF; to appear in Bull. Lond. Math. Soc.

6. A computation of prismatic Dieudonn\'e module PDF; Acta Arith. 205 (2022)

5. Reconstruction of the stacky approach to de Rham cohomology PDF; Math. Z. 302 (2022)

4. On endomorphisms of the de Rham cohomology functor (with Li), PDF; Geometry & Topology 28 (2024) 759-802.

3. G_a^{perf}-modules and de Rham cohomology PDF; Adv. Math. 409 (2022)

2. Dieudonn'e theory via cohomology of classifying stacks Forum of Math, Sigma, Vol. 9 (2021)

1. Surjectivity of maps induced on matrices by polynomials and entire functions, Am. Math. Mon. 124 (2017).

Teaching

During Winter Term 2, 2025, I am teaching Math 101 (Integral calculus with applications to physical sciences and engineering).