Manuscrit de thèse: - Modélisation de la Réponse Immunitaire T-CD8 : Analyse Mathématique et Modèles Multiéchelles (PDF, Lien partageable).
Publications: - S. Girel et F. Crauste, Existence and stability of periodic solutions of an impulsive differential equation and application to CD8 T-cell differentiation,
Journal of Mathematical Biology (2018).
Accès gratuit : lecture en ligne ou préprint téléchargeable .
- S. Girel, C. Arpin, J. Marvel, O. Gandrillon et F. Crauste, Model-based assessment of the role of uneven partitioning of molecular content on heterogeneity and regulation of differentiation in CD8 T-cell immune responses,
Frontiers in Immunology (2019).
- C. Bonnet, P. Gou S. Girel, V. Bansaye, C. Lacout, K. Bailly, M. Schlagetter, E. Lauret, S. Méléard et S. Giraudier, Multistage hematopoietic stem cell regulation in the mouse: A combined biological and mathematical approach , iScience (2021).
- C. Tayou Fotso, S. Girel, F. Anjuère, V. M Braud, F. Hubert et T. Goudon, A mixture-like model for tumor-immune system interactions , Journal of Theoretical Biology (2024).
- A. Salhi, S. Girel et A. Chekroun, SEIR epidemic model with quarantine and distributed delay: revealing the occurrence of recurrent epidemic waves , Nonlinear studies (2024).
- M. Bouziane, S. Bercisse, A. Chekroun et S. Girel, How delay, isolation and vaccination shape epidemic waves: a bifurcation approach in mathematical epidemiology , Journal of Applied Mathematics and Computing (2026).
- S. Girel et Q. Richard, On the Global Asymptotic Stability of an Infection-Age-Structured Competitive Model , Mathematical Methods in the Applied Sciences (2026).
- S. Girel et Q. Richard, Competitive exclusion and coexistence in a model with age-structured resource (preprint).
- V. Bansaye, N. Belmabrouk, X. Erny, S. Girel, Invasion dynamics with vanishing fitness for a quasi-critical birth-death process (preprint).
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