Contact

- Numerical analysis

- Exterior calculus

- Semi-Riemannian geometry

- Functional analysis

- Quantum field theory

- Exterior calculus

- Semi-Riemannian geometry

- Functional analysis

- Quantum field theory

- Polyhedral methods

- Structure preservation

- Incompressibleflow dynamics

- High order schemes

- Parallel computing

- Structure preservation

- Incompressibleflow dynamics

- High order schemes

- Parallel computing

Professional experiences and education

Jan. 2023 - Dec. 2023

PostDoc Research Associate · Montpellier University

Supervised by Daniele A. Di Pietro.

Sept. 2020 - Dec. 2022

PhD Thesis · Institut Montpelliérain Alexander Grothendieck

*Discrete Complexes for incompressible fluids.*

**Supervisor** : Pascal Azerad.

**President of the jury** : Jean-Luc Guermond.

**Rapporteurs** : Snorre H. Christiansen et Jérôme Droniou.

**Jury members** : Daniele A. Di Pietro et Francesca Rapetti - Gabellini.

Sept. 2019 - June 2020

Master · Montpellier University

Modelization and numerical analysis.

Sept. 2018 - June 2019

Master · Montpellier University

Pure mathematics.

Sept. 2017 - June 2018

Bachelor · Montpellier University

General mathematics.

Sept. 2015 - June 2017

Bachelor · Montpellier University

Mathematics / Physics.

Teaching

2022 - 2023

Differential calculus

1st year undergraduate students in Mathematics in Montpellier University.

2022 - 2023

Mathematics for environmental science

2nd year undergraduate students in Mathematics in Montpellier University.

2021 - 2022

Numerical analysis of PDEs

3rd year undergraduate students in Mathematics in Montpellier University.

2021 - 2022

Numerical linear algebra

2nd year undergraduate students in Mathematics in Montpellier University.

2021 - 2022

Numerical analysis

2nd year undergraduate students in Mathematics in Montpellier University.

2021 - 2022

Linear algebra and analysis

1st year undergraduate students in Montpellier University.

2020 - 2021

Numerical analysis of ODEs

3rd year undergraduate students in Mathematics in Montpellier University.

2020 - 2021

Analysis

1st year undergraduate students in Montpellier University.

2020 - 2021

Mathematics of collective choice

1st year undergraduate students in Montpellier University.

Softwares

Web application

Parallel transport
vectors along the path of the mouse.
It is possible to specify the metric using the variables *t* and *x*
(the Schwarzschild metric is set by default).

Domain setting:

Metric settings:

Click and drag:

Method implementations

Available on github.

Miscellaneous

Analysis