Currently PhD student in Applied Mathematics in Laboratoire Jacques-Louis Lions, Sorbonne Université, under the joint supervision of Arnaud GUILLIN and Pierre MONMARCHÉ.
Title : Systems of particles in (singular) interaction : long time behavior and propagation of chaos.
Mail: Office 15-16-303
Laboratoire Jacques-Louis Lions
Sorbonne Université
75252 Paris Cedex 05 France
FRANCE
EDUCATION
Since 2020 : PhD student in Laboratoire Jacques-Louis Lions, Sorbonne Université, Paris, France.
2019-2020 : MSc Year 2 : Probabilities and Random Models, Sorbonne Université, Paris, France.
2016-2020 : Ingénieur Polytechnicien Program (Master of Engineering, Science and Technology), École Polytechnique, Palaiseau, France.
PREPRINTS AND PUBLICATIONS
Preprints :
A note on uniform in time mean-field limit in graphs, with Christophe Poquet, 2022. Preprint. (arxiv)
Chaos propagation in mean field networks of FitzHugh-Nagumo neurons, with Laetitia Colombani, 2022. Preprint. (arxiv, HAL)
On systems of particles in singular repulsive interaction in dimension one : log and Riesz gas, with Arnaud Guillin and Pierre Monmarché, 2022. Preprint. (arxiv, HAL)
Uniform in time propagation of chaos for the 2D vortex model and other singular stochastic systems, with Arnaud Guillin and Pierre Monmarché, 2021. Preprint. (arxiv, HAL)
Publications :
Convergence rates for the Vlasov-Fokker-Planck equation and uniform in time propagation of chaos in non convex cases, with Arnaud Guillin and Pierre Monmarché, Electronic Journal of Probability, Vol. 27, paper no. 124, 1-44, 2022. article. (Former versions : arxiv, HAL)
Some recent results on propagation of chaos, for the Journées EFI 2022, November 24th, 2022 (Lyon, France).
Some recent results on propagation of chaos, for the Groupe de Travail Modélisation Stochastique of LPSM, November 16th, 2022 (Paris, France). (Slides)
Uniform in time propagation of chaos for the 2D vortex model, for the Summer School: Global Sensivivity Analysis and Poincaré inequalities, July 6th, 2022 (Toulouse, France).
Uniform in time propagation of chaos for the generalized Dyson Brownian motion and 1D Riesz gases, for the 4th Workshop of ANR QuAMProcs, March 9th, 2022 (Paris, France). (Slides)
Uniform in time propagation of chaos for the generalized Dyson Brownian motion and 1D Riesz gases, for the PhD students' Working Group of LPSM, March 7th, 2022 (Paris, France).
Introduction to propagation of chaos and uniform in time propagation of chaos for the 2D vortex model, for the PhD students' Working Group of LJLL, January 26th, 2022 (Paris, France).
Uniform in time propagation of chaos for the 2D vortex model, for the Journées EFI 2021, October 13th, 2021 (Paris, France). (Slides)
Convergence rates for the Vlasov-Fokker-Planck equation and uniform in time propagation of chaos through coupling, for the 10ième Biennale Française des Mathématiques Appliquées et Industrielles, June 24th, 2021 (La Grande Motte, France). (Slides)
An initiation to coupling methods for partial differential equations, mini-course for the PDE Working Group of LJLL, May 17th, 2021 (Paris, France). (Lecture notes to appear)
TEACHING
Since 2020 :BSc (Year 3, Sorbonne Université) LU3MA232 : Numerical Analysis. TD (24h/year) + TP in Python (12h/year) + Correction.
Acronyms : TD="Travaux dirigés" : tutorials for a class of about 20-30 students.
TP="Travaux pratiques" : tutorials in computer programming for a class of about 10-15 students.
OTHER SCIENTIFIC ACTIVITIES
Formerly in the organizing committee for the PhD students' working group of the LJLL (GTT).
