Stochastic Processes
I am interested in random walks, Markov and non-Markovian dynamics, and the probabilistic structures behind memory effects.
I am currently completing my M2 internship at the LAMA (Université Paris-Est Créteil), under the supervision of Arnaud LE NY. My internship focuses on the long-range Ising model and related questions in probability and statistical mechanics. I am also a second year Master's (M2) student in Probability and Random Models (M2-PMA), in the Stochastic Processes track, at Sorbonne Université.
I have been fortunate to work on several research projects, including the study of bi-Lipschitz equivalence of separated nets in Banach spaces with Alexandros ESKENAZIS, and collective motion modeling with Diane PEURICHARD.
I am interested in random walks, Markov and non-Markovian dynamics, and the probabilistic structures behind memory effects.
My current work concerns long-range Ising-type models and related questions on phase transitions, interfaces, and interacting particle systems.
I also enjoy probabilistic models arising from collective motion and neuroscience, especially Hawkes processes and stochastic models of neural activity.
Sorbonne Université
Master 2 in Probability and Random Models (PMA)
2025-2026
Sorbonne Université
Master 1 Mathematics and Applications
2024-2025
Sorbonne Université
Double Bachelor's degree in Mathematics and Physics
2020-2024
Université Paris-Est Créteil
M2 Research Intern
Topic: Long-range Ising model
Advisor: Arnaud LE NY
April 2026 - June 2026
Sorbonne Université
M1 Research Intern
Topic: Bi-Lipschitz equivalence of separated nets in Banach spaces
Advisor: Alexandros ESKENAZIS
2025
Sorbonne Université
L3 Research Intern
Topic: Collective motion modeling
Advisor: Diane PEURICHARD
2024