I am working in the fields of general relativity and wave turbulence. Here is a list of my collaborators:
Below you’ll find my articles and preprints, as well as proceedings, surveys. A list of the talks I have given at seminars or conferences is available in my CV (see the homepage).
Articles & preprints
In reverse chronological order taking into account the first release on arXiv.
9. Teukolsky on slowly-rotating Kerr-de Sitter in the vanishing Λ limit (with Allen Juntao Fang and Jérémie Szeftel) 2026.
8. Wave turbulence for a semilinear Klein-Gordon system (with Anne-Sophie de Suzzoni and Annalaura Stingo) 2025.
7. Spacelike initial data for black hole stability (with Allen Juntao Fang and Jérémie Szeftel) Communications in Mathematical Physics, 406(10), 235, 2025.
6. The reverse Burnett conjecture for null dusts Annals of PDE, 11(2), 22, 2025.
5. Initial data for Minkowski stability with arbitrary decay (with Allen Juntao Fang and Jérémie Szeftel) Advances in Theoretical Mathematical Physics, 29(4):933-1043, 2025.
4. High-frequency solutions to the constraint equations Communications in Mathematical Physics, 402(1):97-140, 2023.
3. Geometric optics approximation for the Einstein vacuum equations Communications in Mathematical Physics, 402(3):3109-3200, 2023.
2. Global existence of high-frequency solutions to a semi-linear wave equation with a null structure Asymptotic Analysis, 131(3-4):541-582, 2023.
1. Einstein vacuum equations with 𝕌(1) symmetry in an elliptic gauge: local well-posedness and blow-up criterium Journal of Hyperbolic Differential Equations, 19(04):635-715, 2022.
Articles 2, 3 and 4 of this list constitute my PhD thesis, which starts with an introduction written in French.
Proceedings & surveys
2. Burnett’s conjecture in general relativity Recent advances in general relativity: an issue in memory of Yvonne Choquet-Bruhat, Comptes Rendus Mécanique, Volume 353, pp 455-476, 2025.
1. Geometric optics approximation for the Einstein vacuum equations Séminaire Laurent Schwartz — EDP et applications, Exposé no. 7, 12 p. (2022-2023).