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I’m a PhD student in Inria Paris’ Cambium team, under the supervision of Sam van Gool, Yannick Forster and Dominik Kirst. I’m working toward a unified framework for classical and constructive reverse mathematics, with applications to model theory. I use the Rocq proof assistant.

I did my master in Lyon, following the «Higher Algebra and Formalised Mathematics» program in the «Mathématiques avancées» M2 from Lyon I and the ENS Lyon. My master’s internship took place at the IRIF with Dominik Kirst and Yannick Forster. The goal was to formalize in Rocq a proof of the Downward Löwenheim-Skolem theorem in order to then do constructive reverse mathematics on it.

Although I specialised in logic and computer science, I have a background in general mathematics. I graduated from Lyon I university.

Extended Abstracts

Exploring Blurred Choice Axioms for Constructive Reverse Mathematics

Timothée Huneau, Yannick Forster, Sam van Gool and Dominik Kirst

TYPES (2026)

Master’s Thesis

A formalization of the downward Löwenheim–Skolem theorem in Rocq

Timothée Huneau

Master’s Thesis, Université Lyon I (2025)