Publications

in preparation

• Optical tomography for time-dependant radiative transfert equation

submitted / under review / in revision

• 2024 A Dynamical Neural Galerkin Scheme for Filtering Problems with J. Z. Atokple, M. Billaud-Friess, G. Garnier, O. Mula and N. Tognon. arXiv | HAL

accepted/published in peer-reviewed journals

• 2024 Accelerating the convergence of Newton’s method for nonlinear elliptic PDEs using Fourier neural operators with E. Franck, R. Hild, V. Michel-Dansac and V. Vigon in Comm. in Nonlinear Sci. and Num. Sim. DOI | arXiv | HAL
• 2024 An optimal control framework for adaptive neural ODEs with O. Mula. in Adv. in Comp. Math. DOI | arXiv | HAL
• 2021 A hybrid-dimensional compositional two-phase flow in fractured porous media with phase transitions and Fickian diffusion, with J.-R. de Dreuzy, R. Masson & L. Trenty in Journal of Comp. Physics. DOI | HAL
• 2019 Two-phase Discrete Fracture Matrix models with linear and nonlinear transmission conditions with K. Brenner, J. Hennicker, R. Masson & Trenty L. in GEM - International Journal on Geomathematics, 10(1). DOI | HAL
• 2018 An Advection-Robust Hybrid High-Order Method for the Oseen Problem with D. A. Di Pietro in Journal of Scientific Computing, 77, 1310-1338. DOI | HAL
• 2018 Exponential Differential Operators for Singular Integral Equations and Space Fractional Fokker-Planck equation, with A. Aghili in Boletim da Sociedade Paranaense de Matemática, 36, 223–233. DOI
• 2017 An hp-Hybrid High-Order method for variable diffusion on general meshes. with D.A. Di Pietro and B. Ruffini in Comput. Meth. Appl. Math., 17, 359–376. DOI | HAL
• 2015 Hybridization of mixed high-order methods on general meshes and application to the Stokes equations with S. Boyaval & D.A. Di Pietro in Comput. Meth. Appl. Math., 15, 111–134. DOI | HAL

proceedings

• 2018 Hybrid Finite Volume discretization of two-phase Discrete Fracture Matrix models with nonlinear interface solver with K. Brenner, J. Hennicker, R. Masson & L. Trenty ECMOR XVI. EAGE Publications BV. DOI

thesis

• 2016 Numerical resolution of partial differential equations with variable coefficient Ph.D thesis

Duties

• Since 2024 – Member of the ANR SMEAGOL
• Since 2023 – Member of the PEPR NUMPEX
• Since 2023 – Member of the PEPR IA
• Nov. 2023 – Part of the organisation committee of Finite Volume for Complex Applications 10 (FVCA10) Strasbourg, France.
• June 2022 – Co-organizer of the Mini-symposium Advances in structure-preserving methods, ECCOMAS 2022, Oslo, Norway.
• Since 2021 – In charge of the MoCo seminar at IRMA, Univ. Strasbourg.
• 2015 - In charge of the Ph.D student seminar at IMAG, Univ. Montpellier.

Supervision