
Publications
Vous trouverez sur cette page les publications relatives au programme.
45 documents
- Théo Coiffard, Catherine Choquet. From Navier-Stokes to Darcy : a Multiscale Lattice Boltzmann Framework for Coupled Free-Porous Flows. ICMMES-2025, International Conference for Mesoscopic Methods in Engineering and Science, Jul 2025, Wuhan, China. ⟨hal-05223042⟩
- Didier Bresch, Cosmin Burtea, Maja Szlenk. Discontinuous shear-thickening asymptotic for power-law systems related to compressible flows. 2025. ⟨hal-05171526⟩
- Andreas Eberle, Arnaud Guillin, Leo Hahn, Francis Lörler, Manon Michel. Convergence of non-reversible Markov processes via lifting and flow Poincaré inequality. 2025. ⟨hal-04977666v2⟩
- Paul Vigneaux. Shallow Water models for viscoplastic flows. 10th Meeting on Numerical Analysis of PDEs - Talca Numerica I, Jul 2025, Talca, Chile. ⟨hal-05197822⟩
- Théo Coiffard, Catherine Choquet. A Lattice Boltzmann Method for a Range of Flow Regimes: From Free-Flow to Flow in weakly permeable Media. Computational Methods for Multi-scale, Multi-uncertainty and Multi-physics Problems, CM3P 2025, Jul 2025, Porto, Portugal. ⟨hal-05223039⟩
- Martin Donati, Lars Eric Hientzsch, Christophe Lacave, Evelyne Miot. On the dynamics of leapfrogging vortex rings. 2025. ⟨hal-05135984⟩
- Aho Yapi, Pierre Latouche, Arnaud Guillin, Yan Bailly. Évaluation de modèles d'apprentissage automatique pour la prévision de la survenue d'accidents du travail à partir de séries temporelles binaires. 56èmes Journées de statistique de la SFdS - JDS 2025, Société Française de Statistique, Jun 2025, Marseille, France. ⟨hal-04954225⟩
- Athanase Benetos, Coralie Fritsch, Emma Horton, Lionel Lenotre, Simon Toupance, et al.. Stochastic branching models for the telomeres dynamics in a model including telomerase activity. Journal of Mathematical Biology, 2025, 91 (8), ⟨10.1007/s00285-025-02230-z⟩. ⟨hal-04648211v2⟩
- Laurent Chupin, Thierry Dubois. Weak solution for granular model. 2025. ⟨hal-05080698⟩
- Aho Yapi, Pierre Latouche, Arnaud Guillin, Yan Bailly. A new machine learning framework for occupational accidents forecasting with safety inspections integration. 2025. ⟨hal-05045253v2⟩
