- An Aleksandrov estimate for kinetic equations with rough coefficients | Visuals | Lean j.w. C Mooney-C Mouhot-L Niebel-L Silvestre-Y Zhu. 2026.
- Döblin--Fourier cancellation and kinetic Aleksandrov estimates | Visuals | Lean | Companion j.w. C Mooney-C Mouhot. 2026.
- Homogenization at a polynomial scale in high contrast | Visuals | Lean j.w. S Armstrong-T Kuusi. 2026.
Publications
- Conditional appearance of decay for the non-cutoff Boltzmann equation in a bounded domain, j.w. C Imbert. Ann. I. H. Poincaré - C. 2026.
- Semi-local behaviour of non-local hypoelliptic equations: Boltzmann. Kinet. Relat. Models, 18 (5), 706-740. 2025.
- Poincaré inequality and quantitative De Giorgi method for hypoelliptic operators, j.w. Anceschi-Dietert-Guerand-Mouhot-Rebucci. J. Éc. Poly. 13, 1393-1417, 2026.
- Global smooth solutions to the Landau-Coulomb equation in L^{3/2}, j.w. W Golding-M Gualdani. Arch. Ration. Mech. Anal., 249 (34), 2025.
- Local-in-time strong solutions of the homogeneous Landau-Coulomb with L^p initial datum, j.w. W Golding, La Matematica, 3, 337-369, 2024.