Below are selected works. A complete publication list is available on the publications page and in my CV.
The scaling limit of planar maps with large faces
With Nicolas Curien and Grégory Miermont — to appear, 186 pages.
We prove convergence of large Boltzmann stable planar maps to a one-parameter family of random compact metric spaces with macroscopic holes.
Excursion theory for Markov processes indexed by Lévy trees
With Alejandro Rosales-Ortiz — Proceedings of the London Mathematical Society, 2026, 83 pages.
We develop an excursion theory for Markov processes indexed by Lévy trees and describe the genealogy of excursions through a tree coded by local time.
Self-similar Markov trees and scaling limits
With Jean Bertoin and Nicolas Curien — IMS Monographs, 2026, 336 pages.
We introduce self-similar Markov trees, establish first invariance principles, and show how they arise in a range of random tree and map models.
Peeling the Brownian half-plane
With Jean-François Le Gall — Probability Theory and Related Fields, 2025, 43 pages.
We establish a spatial Markov property for the Brownian half-plane and analyse hulls centered at boundary points.
The structure of the local time of Markov processes indexed by Lévy trees
With Alejandro Rosales-Ortiz — Probability Theory and Related Fields 189, 2024, 99 pages.
We construct and study local times for Markov processes indexed by Lévy trees and identify the tree structure encoded by their level sets.
Isoperimetric inequalities in the Brownian plane
Annals of Probability 50, 2022, 42 pages.
We establish sharp isoperimetric bounds for the Brownian plane using spatial Markov properties and the geometry of separating cycles.
