Articles
- A partition method for bounding continuous-time Markov chain models of general reaction network, 2025.
G. Ballif, L. Pfeiffer & J. Ruess. under review in Mathematical Biosciences.
PDF - Stochastic chemical kinetics of cell fate decision systems: from single cells to populations and back, 2023.
J.Ruess, G. Ballif & C. Aditya. The Journal of Chemical Physics, Vol. 159(18).
PDF - Nonlinear compartmental modeling to monitor ovarian follicle population dynamics on the whole lifespan, 2024.
G. Ballif, F. Clément & R. Yvinec. Journal of Mathematical Biology, Vol. 89(9).
PDF - Averaging of a stochastic slow-fast model for population dynamics: application to the development of ovarian follicles, 2022.
G. Ballif, F. Clément & R. Yvinec. SIAM Journal of Applied Mathematics, Vol. 82(1).
PDF - Modélisation et analyse stochastique multi-échelle en dynamique des populations : application à la population folliculaire ovarienne, 2022 PhD Thesis
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Talks
- Probability and Statistics seminar, Institut Elie Cartan de Lorraine, Nov. 2024.
Stochastic models for cell population dynamics : application to experimental data - Congrès des Jeunes Chercheurs en Mathématiques Appliqués, Lyon, Oct. 2024.
Stochastic model coupling chemical kinetics and cell population dynamics - Workshop organised by Jakob Ruess, INRIA Saclay, March 2024.
Stochastic model coupling chemical kinetics and cell population dynamics: An extension of the Chemical Master Equation
