Funding received (as a PI) after 2020 (while at University of Franche Comté / University Marie & Louis Pasteur, Besançon, France):

  • ANR-PRCI (2026-2029): Project “AIMPI” (“Artificial Intelligence for Multi-Scale Predictions in Infectious Health Emergencies”)
    • France – Canada consortium (AIMPI)
  • EIPHI – Région BFC (2023-2026): Project “NANA” (“Nouvelles approches numériques et analytiques pour des modèles mathématiques inspirés par la biologie“)
  • Région Bourgogne-Franche-Comté AAP 2022 ANER (2022-2025): Project “ANAB”
    • Publications: (1) T.T. Le, R. Eftimie (2024). Numerical challenges for the understanding of localised solutions with different symmetries in non-local hyperbolic systems, Computers & Mathematics with Applications, 169: 112-131 ; (2) T.T. Le, R. Eftimie (2024). Transitions between localised patterns with different spatial symmetries in non-local hyperbolic models for self-organised biological aggregations. Symmetry,16(10):1257 ; (3) R. Eftimie (2025) Multi-scale phenomena behind the transmission of infectious diseases. Comment on “Data-driven mathematical modelling approaches for COVID-19: A survey”, Physics of Life Reviews, 52: 53-53 ; (4) J. Marguet, R. Eftimie, A. Lozinski, (2025), Computational and Applied Mathematics, 44(4), 199 .
  • Chrysalide (2022)
  • CNRS MODCOV19 (2022)
    • Publications: (1) T. Faniran, M.O. Adewole, C. Chirouze, A. Perasso, R. Eftimie (2023) Multiscale modelling approach to assess the impact of antibiotic treatment for Covid-19 on MRSA transmission and alternative immunotherapy treatment options. Mathematics in Applied Sciences and Engineering; (2)
  • ANR-PRCI (2021-2026): Project “S-Keloid” https://s-keloid.cnrs.fr ; ANR-PRCI (2021)/ S-Keloid consortium

Funding received before 2020 (while at University of Dundee, UK):

under construction…