Recent & Upcoming Talks

2021

Higher order schemes in time for the surface quasi-geostrophic system under location uncertainty

Sep 20, 2021 Imperial College, London, UK

Sensitivity analysis for computational fluid dynamics

Jun 1, 2021 Paris, France (online)

Sensitivity analysis for computational fluid dynamics

Mar 5, 2021 Online

Higher order schemes in time for the SQG system under location uncertainty

Feb 5, 2021 Imperial college, London, Uk (remotely).

2020

Uncertainty quantification in computational fluid dynamics

Dec 15, 2020 London, UK

Sensitivity equation method for the Navier-Stokes equations applied to uncertainty propagation

Dec 11, 2020 Lille, France

Sensitivity equation method for the Navier-Stokes equations applied to uncertainty propagation

Feb 25, 2020 Saclay, France

2019

Uncertainty quantification for the Navier-Stokes equations

Jul 2, 2019 CEA Saclay, France

Analyse de sensibilité pour des modèles de la mécanique des fluides

Jun 27, 2019 Rennes, France

Uncertainty quantification for the Navier-Stokes equations

May 20, 2019 Minho, Portugal

Sensitivity analysis for hyperbolic PDEs systems with discontinuous solution

Mar 6, 2019 Roscoff, France

Sensitivity analysis for hyperbolic PDEs systems with discontinuous solution: the case of the Euler Equations.

Jan 30, 2019 INRIA, Paris, France.

Sensitivity analysis for fluid dynamics models with shock waves

Jan 15, 2019 Saclay, France

2018

Analyse de sensibilité pour équations hyperboliques avec solutions discontinues

Dec 11, 2018 Bordeaux, France

Sensitivity analysis for nonlinear hyperbolic equations

Dec 4, 2018 Strasbourg, France

Sensitivity analysis for hyperbolic PDEs systems with discontinuous solution

Jul 5, 2018 Roscoff, France

Sensitivity analysis for hyperbolic equations with discontinuous solutions

Jun 28, 2018 State College, PA, USA

Analyse de sensibilité pour les équations d'Euler

May 30, 2018 Cap d'Agde, France

Sensitivity analysis for hyperbolic PDEs systems with discontinuous solution

May 22, 2018 Minho, Portugal

Sensitivity analysis for hyperbolic PDEs systems with discontinuous solution: the case of the Euler Equations

Feb 5, 2018 IHP, Paris, France

2017

Sensitivity Analysis for the Euler equations in Lagrangian coordinates

Jun 12, 2017 Lille, France

Analyse de sensibilité pour les équations d’Euler barotrope

Jun 6, 2017 Ronce-les-Bains, France

Sensitivity Analysis for the Euler equations in Lagrangian coordinates

May 22, 2017 Vancouver, Canada

High-order numerical scheme for sensitivity analysis for Euler equations

May 16, 2017 Ofir, Portugal

Sensitivity Analysis for the Euler equations in Lagrangian coordinates

Apr 27, 2017 GSSI, L'Aquila, Italy

Analyse de sensibilité pour équations hyperboliques

Apr 6, 2017 UVSQ, Versailles, France

2016

Sensitivity analysis for nonlinear hyperbolic equations

Jun 21, 2016 INRIA, Paris, France.

Sensitivity analysis for nonlinear hyperbolic equations

Apr 7, 2016 UVSQ, Versailles, France.

Optimisation de stratégies de course

Feb 5, 2016 Université Franche-Comté, Besançon, France.

Optimisation de stratégies de course

Jan 7, 2016 UVSQ, Versailles, France

2015

A two-runner model: optimization of running strategies according to the physiological parameters

Nov 16, 2015 Imperial College, London, UK