Student supervision

PhD:
Fael Rebei: Pre-thèse (co-supervision with Thomas Duquesne).

Alejandro Rosales-Ortiz : 2021-2023 (co-supervision with Jean Bertoin).
From Step Reinforced Random Walks to Noise Reinforced Lévy Processes and Excursion Theory for Markov Processes Indexed by Lévy Trees.
This thesis was awarded with a PhD Distinction from the University of Zurich.

Master:
Sammy Chabni : 2025 ; Pablo Zúñiga Rodríguez-Peña : 2025 ; Corentin Gratin : 2025 ; Fael Rebei : 2024 (co-supervision with Thomas Duquesne) ; Zheng Fang : 2022 (co-supervision with Jean Bertoin) ; Rebekka Rakutt : 2022 (co-supervision with Jean Bertoin).

Miscellaneous

Course : Statistiques des processus M1 ISUP.

Exercises sessions for Nicolas Curien's Courses: Random surfaces at Saint-Flour 2019 and Self-Similar Markov Branching Trees at Mexico 2022.

Master thesis M2: Étude des limites de permutations aléatoires et application aux permutations séparables.