Since January 2022, I am F.R.S.-FNRS Research Associate at the Université Libre de Bruxelles, on leave from my previous CNRS position at the Université Paris-Saclay. For the past two years, I have also been Visiting Assistant Professor at the University of California, Los Angeles.

My main scientific interests concern the role of microstructural disorder in equations of mathematical physics, and in particular the emergence of new physical effects due to disorder. In this setting, I aim at deriving effective equations and phenomenological laws of continuum physics rigorously from atomistic models, in the tradition of Hilbert's Sixth Problem. From a mathematical perspective, my research combines the analysis of partial differential equations with tools from probability theory: a common thread is how the analysis of partial differential equations with a disordered component can be usefully combined with stochastic differential calculus. My main contributions are in the fields of stochastic homogenization and mean-field theory.