I am a Gibbs assistant professor at Yale, mentored by Junliang Shen.
From 2023 to 2025, I am a postdoctoral member at IAS, mentored by Bhargav Bhatt.
From 2018 to 2023, I was a graduate student at Stony Brook, advised by Mark Andrea de Cataldo.
From 2014 to 2018, I studied math and philosophy at NYU Shanghai.
Here is my Curriculum Vitae.
I am on the job market in Fall 2025.
12, A necessary condition for liftings of positive characteristic varieties with finite fundamental groups (with R. Di, R. Hu), arXiv link
11, Formal Manifold Structures on positive characteristic varieties (with R. Hu), arXiv link
10, Logarithmic Non Abelian Hodge Theory for curves in prime characteristic (with M. A. de Cataldo), arXiv link
9, Semistable Non Abelian Hodge theorem in positive characteristic (with A. Fernandez Herrero), arXiv link
8, Topology of Gm-actions and applications to the moduli of Higgs bundles (with A. Fernandez Herrero),
Math. Res. Lett. to appear, arXiv link
7, Meromorphic Hodge moduli spaces for reductive groups in arbitrary characteristic (with A. Fernandez Herrero)
Mich. Math. J. to appear, arXiv link
6, Factorization of the p-curvature morphism (with M. A. de Cataldo, A. Fernandez Herrero)
an Appendix to “Geometry of the logarithmic Hodge moduli space” by M. A. de Cataldo, A. F. Herrero
J. London Math. Soc. 2024, published version, arXiv link
5, The de Rham stack and the variety of very good splittings of a curve (with M. A. de Cataldo, M. Groechenig)
Math. Res. Lett. 2024, published version, arXiv link
4, Cohomology of the moduli of Higgs bundles via positive characteristic (with M. A. de Cataldo, D. Maulik, J. Shen)
J. Eur. Math. Soc. 2023, published version, arXiv link
3, A Cohomological Non Abelian Hodge Theorem in Positive Characteristic (with M. A. de Cataldo)
Alg. Geom. 2022, published version, arXiv link
2, Projective Completion of Moduli of t-Connections on Curves in Positive and Mixed Characteristic (with M. A. de Cataldo)
Adv. Math. 2022, published version, arXiv link
1, Bott-Samelson-Demazure-Hansen Varieties for Projective Homogeneous Varieties with Nonreduced Stabilizers,
Transform. Groups. 2023, published version, arXiv link, Ph.D. thesis version, which is the most up to date one
2025 Fall, Purdue University
2025 Fall, Yale University, On the de Rham-Hitchin system
2025 Spring, Simons Center, Hodge Theory and Algebraic Geometry, Etale homotopy in prime characteristic
2025 Spring, University of Kansas, Harmonic metrics and liftings mod p^2
2025 Spring, Texas A&M University, Hodge Theory Multiverse
2024 Fall, Stony Brook University, Harmonic metrics and liftings mod p^2
2024 Fall, Clay Mathematics Institute, The P=W Conjecture in Non Abelian Hodge Theory, What happens in positive characteristic?
2024 Summer, Chinese Academy of Science, Non Abelian Hodge Theory in prime characteristics: semistability, cohomology, G-bundles, and log poles, (2 talks)
2024 Spring, Zhejiang University, Intuitionism in China 2024, How do geometers view intuitionistic mathematics? (online)
2023 Fall, Princeton University, Semistable Non Abelian Hodge Theory in prime characteristic
2023 Fall, University of Maryland, Semistable Non Abelian Hodge Theory in prime characteristic
2023 Spring, University of California Santa Barbara, Non Abelian Hodge Theorems in characteristics 0 and p
2023 Spring, Brown University, Non Abelian Hodge Theorems in characteristics 0 and p
2022 Fall, Columbia University, Cohomological Non-Abelian Hodge Theorems in characteristic p
2022 Fall, University of Massachusetts Amherst, Cohomological Non-Abelian Hodge Theorems in characteristic p
2022 Fall, Harvard-MIT, Cohomological Non-Abelian Hodge Theorems in characteristic p
2022 Fall, Stony Brook University, Some aspects of the Non-Abelian Hodge Theory in characteristic p
2022 Spring, University of Michigan, Non-Abelian Hodge Theorems in positive characteristics and implications for the P = W Conjecture