Publications
- E. B., Adrien Laurent, "Hopf algebra structures for the backward error analysis of ergodic stochastic differential equations", arXiv:2407.07451 (2024). https://doi.org/10.48550/arXiv.2407.07451
- E. B., "Exotic B-series and S-series: algebraic structures and order conditions for invariant measure sampling", Found Comput Math (2024). https://doi.org/10.1007/s10208-023-09638-3
Conferences and Seminars
- Workshop on Numerical methods for complex high-dimensional systems, July 23 -- 26th 2024, Jervis Bay NSW, Australia.
- SciCADE24, July 15 -- 19th 2024, Singapore.
- SciCADE24 Summer School, July 8 -- 12th 2024, Singapore.
- NUMRAD24 Summer School, June 11 -- 14th 2024, Lausanne, Switzerland.
- Constrained Dynamics, Stochastic Numerical Methods and the Modeling of Complex Systems,
May 26 -- 31st 2024, Oberwolfach, Germany.
- Séminaire GAAO, June 13th 2023, Clermont-Ferrand, France.
- Swiss Numerics Day 2023, June 7th 2023, Bern, Switzerland.
- Algebraic and Combinatorial Perspectives in the Mathematical Sciences (ACPMS), December 9th 2022, online.
- Differential Equations and Numerical Analysis Seminar, September 14th 2022, Trondheim, Norway.
- Workshop in Geometry and Geometric integration (Geo2Int), September 7 -- 9th 2022, Bergen, Norway.
- International Conference on Scientific Computation and Differential Equations (SciCADE 2022), July 25 -- 29th 2022, Reykjavı́k, Iceland.
- 45eme Congrès National d'Analyse Numérique (CANUM 2020+2), June 13 -- 17th 2022, Évian-les-Bains, France.
Posters
- Using exotic aromatic forests to construct order two scheme for the invariant measure sampling of Langevin dynamics with variable diffusion, NUMRAD24 Summer School, June 11 -- 14th 2024, Lausanne, Switzerland.
- Exotic B-series and S-series: algebraic structures and order conditions for invariant measure sampling, SWICCOMAS Poster Competition, February 10th 2023, Lausanne, Switzerland.
Teaching Assistance
- Practical sessions of Numerical analysis (UNIGE, 2021 -- 2024).
- Mathematical programming laboratory (UNIGE, 2022).
- Geometric and stiff numerical methods for differential equations (UNIGE, 2022).