Research
My work connects stochastic processes, mathematical statistical mechanics, and the geometry of random models.
Doctoral project: Modèles d’Interfaces en Mécanique Statistique Mathématique.
Supervisor: Arnaud LE NY (UPEC). Co-supervisor: Pierre MONMARCHÉ (UGE).
Based at LAMA and employed by UGE from 1 October 2026 to 30 September 2029, with funding from the MSTIC Doctoral School (ED 532). The research lies at the intersection of probability, statistical mechanics, and ergodic theory.
LAMA, Université Paris-Est Créteil, Paris
Supervisor: Arnaud LE NY
A study of the critical magnetisation jump through FK renormalisation and random currents, with a comparison to the inverse-square Discrete Gaussian Chain.
The report reconstructs the Ising renormalisation argument and examines the limits of transferring random-current methods to the discrete Gaussian setting; the motivating open problem remains unresolved.
Sorbonne Université, Paris
Supervisor: Alexandros ESKENAZIS
A research internship in the geometry of Banach spaces, focusing on bi-Lipschitz equivalence of separated nets.
Sorbonne Université, Paris
Supervisor: Diane PEURICHARD
Modeling and Python simulations of collective motion in the presence of predators.