SMILE

Stochastic Models for the Inference of Life Evolution

Félix Foutel-Rodier

Phd Student

Félix is a PhD student co-supervized by Emmanuel and Amaury, working on exchangeable coalescent processes and ultrametric spaces. He is now a postdoc at the Department of Mathematics of the Université du Québec à Montréal (UQAM).

Visit Félix Foutel-Rodier's webpage.

Publications

Duchamps, J., Foutel-Rodier, F., Schertzer, E. (2021)
General epidemic models: law of large numbers and contact tracing
arXiv:2106.13135
Foutel-Rodier, F., Lambert, A., Schertzer, E. (2021)
Exchangeable coalescents, ultrametric spaces, nested interval-partitions: a unifying approach
The Annals of Applied Probability 31 2046-2090
Foutel-Rodier, F., Lambert, A., Schertzer, E. (2020)
Kingman's coalescent with erosion
Electronic Journal of Probability 25 33 pp.
Foutel-Rodier, F., Etheridge, A. (2020)
The spatial muller's ratchet: surfing of deleterious mutations during range expansion
Theoretical Population Biology
Foutel-Rodier, F., Blanquart, F., Courau, P., Czuppon, P., Duchamps, J., Gamblin, J., Kerdoncuff, E., Kulathinal, R., Régnier, L., Vuduc, L., Lambert, A., Schertzer, E. (2020)
From individual-based epidemic models to mckendrick-von foerster pdes: a guide to modeling and inferring covid-19 dynamics
arXiv:2007.09622
Bienvenu, F., Duchamps, J., Foutel-Rodier, F. (2019)
The moran forest
arXiv:1906.08806
Foutel-Rodier, F., Lambert, A., Schertzer, E. (2018)
Exchangeable coalescents, ultrametric spaces, nested interval-partitions: a unifying approach
arXiv:1807.05165