Publications

Preprint

The tilting equivalence as a bi-interpretation,
with T. Scanlon and P. Simon. arXiv:2505.01321.
On groups definable in geometric fields with generic derivations,
with A. Pillay and F. Point. arXiv:2503.13242.
On orthogonal types to the value group and residual domination,
with P. Cubides Kovacsics and M. Vicaría. arXiv:2410.22712.
Imaginaries in equicharacteristic zero henselian fields,
with M. Vicaría. arXiv:2311.00657.
Un principe d’Ax-Kochen-Ershov imaginaire,
with M. Hils. To appear in Journal of the European Mathematical Society (JEMS). arXiv:2109.12189.

Enriching a predicate and tame expansions of the integers,
with G. Conant, C. d’Elbée, Y. Halevi and L. Jimenez. J. Math. Log. 25.1, no. 2450011, 54 p. 2025. Doi. arXiv.
Pseudo T-closed fields,
with S. Montenegro. Model Theory 4.1, 1–35. 2025. Doi. arXiv.
Sur un théorème de Lang-Weil tordu, d’après E. Hrushovski, K. V. Shuddhodan et Y. Varshavsky,
Séminaire Bourbaki. Volume 2021/2022. Exposés 1197–1210. Société Mathématique de France (SMF). Astérisque 446, p. 121-140, Exp. No. 1200. 2023. Doi. arXiv.
Hensel minimality II : Mixed characteristic and a diophantine application,
with R. Cluckers, I. Halupczok and F. Vermeulen. Forum Math. Sigma 11, no. e89. 2023. Doi. arXiv.
Hensel minimality I,
with R. Cluckers and I. Halupczok. Forum Math. Pi 10, no. e11. 2022. Doi. arXiv.

Pseudo T-closed fields, approximations and NTP2, Géométrie et théorie des modèles, Paris, May 2021. slides.
La théorie géométrique des modèles Comment lier structure et combinatoire, Raconte-moi, DMA, ENS, February 2021. slides.
A model theoretic theoretic account of the tilting equivalence, Séminaire Lyon-Paris, April 2020. slides.
Asymptotic imaginaries in (Fp((t))^alg, v, φ_p), San José, Costa-Rica, June 2020. slides.
A model theoretic theoretic account of the tilting equivalence, Séminaire Lyon-Paris, April 2020. slides.

My Habiliation.
My PhD thesis written under the supervision of É. Bouscaren and T. Scanlon.
The english translation of the introduction to my PhD thesis.
A text on the elimination of imaginaries in p-adic fields.
My Masters thesis written under the supervision of É. Bouscaren.
An introduction to my research that I wrote at the Ens.
A disseration about stable domination, generic stablity and orthogonality in ACVF that I wrote for a class in Masters.
A disseration that I wrote with G. Scherer at the Ens. It is about the independance of Goodstein’s theorem in Peano’s arithmetic. One can also find a proof of Gentzen’s theorem in there.