RESEARCH
Scientific interests
- Entropic solutions to conservation laws
- Finite volume schemes
- Macroscopic traffic flow models
Publications
- Thesis manuscript
- A LWR model with constraints at moving interfaces (2021, preprint)
Existence analysis and numerical approximation for a second order model of traffic with orderliness marker, with B. Andreianov (2021, preprint)
Influence of a slow moving vehicle on traffic: Well-posedness and approximation for a mildly nonlocal model, Networks & Heterogeneous Media 16(2):221-256 (2021, link)
- A macroscopic model to reproduce self-organization at bottlenecks, with B. Andreianov, International Conference on Finite Volumes for Complex Applications. Springer, Cham, 2020. p. 243-254 (preprint)
- High order numerical schemes for transport equations on bounded domains, with B.Boutin, J-F. Coulombel, T.H.T. Nguyen et S. Tran-Tien (2019, preprint)
Communication
Invitations
- June 2019. Journées numériques de Besançon, Laboratoire de Mathématiques de Besançon (France)
Conferences
- September 2021. Minisymposium on “Nonlocal conservation laws” (Passau, Germany), held online
- September 2021. INdAM Workshop (Rome, Italy)
- June 2020. FVCA IX (Bergen, Norway), held online
Seminar talks
- October 2021. Analysis seminar (Lyon, France)
- March 2020. Analysis seminar (Tours, France)
- August 2019. CEMRACS, Marseille (France)
- May 2019. Analysis seminar, TIFR Centre for Applicable Mathematics de Bangalore (India)
Posters
- June 2020. A macroscopic model to reproduce self-organization at bottlenecks, during FVCA IX (Bergen, Norway), held online
- June 2019. Two macroscopic models to reproduce self-organization near exits, during “Crowds: models and control”, CIRM (Marseille, France)
- November 2018. A well-posed conservation law with non-local constraint, during “PhD students day” (Orléans, France)