I am currently a post-doc in Nantes working with Frédéric Hérau and Dorian Le Peutrec.
I am also a member of the research groups « Analyse des EDP » and « Dynamique quantique ».
I used to be a PhD student in Bordeaux under the supervision of Laurent Michel as part of the ANR project « Quantitative Analysis of Metastable Processes ».
My research interests are semiclassical microlocal analysis, spectral analysis and kinetic equations in low temperature regimes.
You can find a list of my publications and preprints below as well as a short resume here in French, or here in English.
Publications and preprints
- Small eigenvalues for an inelastic linear Boltzmann model (with F. Hérau and D. Le Peutrec), work in progress.
- Spectral analysis of a semiclassical random walk associated
to a general confining potential, submitted for publication. hal - arXiv
- Spectral asymptotics and metastability for the linear relaxation Boltzmann equation, submitted for publication. hal - arXiv
- Metastability results for a class of linear Boltzmann equations, Annales Henri Poincaré (2023).
hal -
arXiv -
pdf
- Sharp reachability results for the heat equation in one space dimension (with K. Kellay
and M. Tucsnak), Analysis & PDE Vol. 15 (2022), No. 4, pp. 891–920.
hal -
pdf
PhD thesis
- Metastability of non local processes, PhD thesis, defended on September 21, 2023.
pdf
