Homology Inclusion of Complex Line Arrangements
Rodau, Adrien. (2024). "Homology Inclusion of Complex Line Arrangements" arXiv:0000.00000. 1(3).
CV
Work experience
- Post-doc researcher (2024/02 – 2025/09)
- Laboratoire Paul Painlevé of Université de Lille, France
- Supervisor: Paolo Aceto
- ATER (2022 – 2024/01)
- IMT & Université Toulouse III Paul Sabatier (France)
- PhD Student (2019 – 2023)
- LMAP of Université de Pau et des Pays de l’Adour, France & IUMA of Universidad de Zaragoza, Spain
- Subject: Peripheral structures and topological invariants of knotted submanifolds
- Supervisors: Vincent Florens & Enrique Artal
Education
- PhD in Mathematics, Université de Pau (France) & Universidad de Zaragoza (Spain), 2019 – 2023
- Magistère in Mathematics, Université de Strasbourg (France), 2015 – 2019
- Master’s degree in Fundamental Mathematics, Aix-Marseille Université (France), 2019
- Agrégation externe de Mathématiques, 2018
- Bachelor’s degree in Mathematics, Université de Strasbourg (France), 2012 – 2016
Publications
A Slope Invariant and the A-polynomial of knots
Bénard, Léo. Florens, Vincent. Rodau, Adrien (2024). "A Slope Invariant and the A-polynomial of knots." New York J. Math. 30.
Talks
Homological inclusion for complex line arrangements
Conference talk at Winter Braids XIII, Université de Montpellier, France
Quid of homology spheres?
Lecture at QUID Seminar, Université Toulouse III Paul Sabatier, France
Exercise session on Alexander invariants of plane algebraic curves
Tutorial at Summer school on Alexander polynomials, Nantes Université, France
A Slope Invariant and the A-polynomial of knots
Conference talk at CNRS Braids Workgroup meeting - Geometric and quantum topology, Université de Dijon, France