Publications
To be published:
- E. Lallinec, A. Levitt: Numerical methods for the computation of densities of states.
(Further details and links to preprints will be added soon.)
Talks
An Introduction to the Quantum Modeling of Materials
PhD Student Seminar, LMO, France (Jan 2025)High-order Methods for Brillouin Zone Integration
Young Researcher Seminar, CERMICS, France (Feb 2025)High-order Methods for Brillouin Zone Integration Analysis PhD Student Seminar, LMO, France (May 2025)
High-order Methods for Brillouin Zone Integration PhD Student Seminar, LaMME, France (Jun 2025)
High-order Methods for Brillouin Zone Integration in Electronic Structure
ICOSAHOM 2025, Montreal, Canada (Jul 2025)
Conferences and Scientific Schools Attended
TRIQS Summer School
Paris Area, France (August 2023)5th, 6th and 7th Editions of the GDR NBody Mini-School on Mathematics for Theoretical Chemistry and Physics
LJLL, Paris, France (Jun 2023, May 2024 and May 2025)Workshop on Model Systems in Quantum Mechanics (MSQM)
Université Paul Sabatier, Toulouse, France (Jan 2024)MANUEL Conf
University of Stuttgart, Stuttgart, Germany (Sep 2024)Julia for Numerical Problems in Quantum and Solid-State Physics
CECAM, Lausanne, Switzerland (Nov 2024)ICOSAHOM 2025
Montreal, Canada (Jul 2025)
Posters
- Benchmark of Numerical Methods for Density of States Computation
MANUEL Conf, Stuttgart, Germany (Sep 2024)
Other Scientific Activities
Facilitation of a Workshop o Students during the ‘Fête de la Science’ at LMO
A national week of workshops designed to inspire children to learn more about science (Oct 2025, Oct 2026)Presentation of My PhD Topic at a Networking Day
An event connecting mathematics PhD researchers with professionals from private companies (Jan 2025)
- Winner of the MathTech Challenge, as part of a team with Clémentine Barat and Arthur Yax, on the theme: “Modeling and forecasting to optimize the flexibility of the electrical system.”
A week of collaborative research, followed by a short presentation showcasing research directions and preliminary results addressing a problem extracted from the general theme.