I am a postdoctoral fellow based at the IMJ-PRG, Sorbonne Université and funded by the Simons Collaboration.

I am primarily interested in arithmetic geometry, in particular, p-adic Hodge theory and p-adic cohomology theories.

Previously, I was a JSPS postdoctoral fellow at The University of Tokyo for two years and a postdoc at the Université de Lille for six months.

Before that, I was a doctoral student at the Institut de Mathématiques de Bordeaux under the supervision of Denis Benois and Nicola Mazzari. Before joining the doctoral program, I was an ALGANT master student in Leiden and Bordeaux. Even before that, I was a software engineer.

My CV.

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Papers:

• Prismatic F-crystals and Wach modules (2024)

• Crystalline part of the Galois cohomology of crystalline representations (submitted, 2024)

• Crystalline representations and Wach modules in the relative case II (submitted, 2024)

• Crystalline representations and Wach modules in the imperfect residue field case (submitted, 2024)

• Syntomic complex and p-adic nearby cycles (submitted, 2023)

• Crystalline representations and Wach modules in the relative case, Annales de l’Institut Fourier (2024)

Proceedings: Finite crystalline height representations and syntomic complexes, RIMS Kôkyûroku No. 2269 (2023)

PhD Thesis: Finite height representations and syntomic complex, HAL thèses (2021)

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Other writings:

• I presented a poster at the conference LMN2022.

• Notes from my expository talk ‘On local newforms for U(3)’ at Université de Lille (written by Didier Lesesvre).

• I made a poster for journée l’EDMI 2020, Bordeaux.

• I wrote a master’s thesis titled “p-adic Galois representations and elliptic curves”.

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