Sep 2020 – Present
Rennes, France

Post-doctoral researcher

Fluminance, Inria Rennes

Advisor: Étienne Mémin.
Oct 2018 – Aug 2020
Paris, France

Post-doctoral researcher

LJLL, Sorbonne Université

Uncertainty quantification for the Navier-Stokes equations.

Advisors: Bruno Després, Maria Adela Puscas.

Nov 2014 – Jul 2018
Versailles, France

Ph.D student

LMV, Université de Versailles

Dissertation: Sensitivity analysis for nonlinear hyperbolic systems of conservation laws.

Advisors: Christophe Chalons, Régis Duvigneau.

SMAI-GAMNI PhD Award 2019 (French ECCOMAS Award) for the best thesis in the field of Computational Methods in Applied Sciences and Engineering in France.

Apr 2014 – Aug 2014
Sophia Antipolis, France

Master internship

Opale team, Inria

Definition of an efficient numerical strategy to minimise time dependent cost functionals for flow control problems.

Advisor: Régis Duvigneau.

Recent Publications

More Publications

. Sensitivity equation method for the Navier–Stokes equations applied to uncertainty propagation. Int. J. Num. Meth. Fluids, 2021.

Preprint PDF

. A modified sensitivity equation method for Euler equations in presence of shocks. In Numerical Methods for PDEs, 2020.

Preprint PDF

Recent & Upcoming Talks

More Talks

Uncertainty quantification in computational fluid dynamics
Dec, 2020
Sensitivity equation method for the Navier-Stokes equations applied to uncertainty propagation
Nov, 2020