A second year Master’s (M2) student in Probability and Random Models (M2-PMA) with major stochastic process of LPSM at Sorbonne Université (SU), co-qualified with École Normale Supérieure, Paris (ENS-PSL).
Previously, I completed a double Bachelor’s degree in Mathematics and Physics at SU.
My academic interests lie broadly in random walk, probabilty theory, stochastic analysis and their applications in statistical physics.
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 (report, slides) on M1 and collective motion modeling with Diane PEURICHARD (report, slides) on L3.
Interests
- Probabilty theory
- Random matrice
- Disordered system
- Directed polymers
- Applications in statistical physics
Various Notes
- Measure Theory (not finished). [PDF] (updated March 02, 2026)