About
I have recently completed my PhD at the
LPSM
(Sorbonne Université) under the supervision of
Amaury Lambert and
Emmanuel Schertzer. The manuscript can be found
here. I am part of the
SMILE group which gathers probabilists and biologists
interested in modeling life evolution. We are hosted at
the Collège de France.
My field of interest is mathematical population genetics.
I study probabilistic objets arising from various
population models, like coalescent processes, branching processes, and
random trees, and see how they can be applied to evolutionary
biology. More recently, I have also worked on epidemiological
models related to the COVID-19 pandemic.
Publications
-
François Bienvenu,
Jean-Jil Duchamps,
and Félix Foutel-Rodier (2019+)
The Moran forest
To appear in Random Structures & Algorithms.
arXiv:1906.08806
-
Félix Foutel-Rodier,
Amaury Lambert,
and Emmanuel Schertzer (2018+)
Exchangeable coalescents,
ultrametric spaces, nested interval-partitions: A unifying
approach
To appear in Annals of Applied Probability.
Preliminary version,
arXiv:1807.05165
-
Félix Foutel-Rodier and
Alison Etheridge (2020)
The spatial Muller's ratchet: surfing of deleterious mutations during range expansion
Theoretical Population Biology (135), pp 19–31.
doi: 10.1016/j.tpb.2020.07.002,
bioRxiv:10.1101
-
Félix Foutel-Rodier,
Amaury Lambert,
and Emmanuel Schertzer (2020)
Kingman's coalescent with erosion
Electronic Journal of Probability,
25: 33pp.
doi: 10.1214/20-EJP450,
arXiv:1907.05845
Preprints
-
Félix Foutel-Rodier,
François Blanquart,
Philibert Courau,
Peter Czuppon,
Jean-Jil Duchamps,
Jasmine Gamblin,
Élise Kerdoncuff,
Rob Kulathinal,
Léo Régnier,
Laura Vuduc,
Amaury Lambert*,
and Emmanuel Schertzer* (2020+)
From individual-based epidemic model to McKendrick-von Foerster PDEs: a guide to modeling and inferring COVID-19 dynamics
Submitted to Theoretical Population Biology.
arXiv:2007.09622
In preparation
-
Jean-Jil Duchamps,
Félix Foutel-Rodier,
and Emmanuel Schertzer,
From individual-based epidemic model to McKendrick-von Foerster PDEs (II): the non-linear case.
-
Félix Foutel-Rodier,
Amaury Lambert,
and Emmanuel Schertzer,
Branching process with recombination.
Brief CV
|
|
2018–current
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PhD in math, LPSM, Sorbonne Université
|
2016–2017
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Master's degree in Probability Theory, Sorbonne
Université
|
2015–2016
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First year Master's degree in Evolutionary Biology,
École Normale Supérieure
|
2014–2015
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Bachelor's degree in Biology, École Normale Supérieure
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2014
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Admission to École Normale Supérieure
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2012–2014
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Classe préparatoire BCPST, Lycée Henri 4
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You can find a more detailled version
here.
felix.foutel-rodier
college-de-france.fr
Stochastic Models for the Inference of Life Evolution (SMILE)
Center for Intersciplinary Research in Biology (CIRB)
Collège de France
11, Place Marcelin Berthelot
75231, Paris Cedex 05
FRANCE