I am an assistant professor in applied mathematics in the École des Mines de Nancy and Institut Élie Cartan de Lorraine (University of Lorraine, France) and a member of the TOSCA team (INRIA).
My researches focus on Markov processes with absorbing states conditioned to not be absorbed and, more precisely, on quasi-stationary distributions. Beside the existence, uniqueness or domain of attraction of quasi-stationary distributions, I am also interested in the approximation of the conditioned distribution of Markov processes and, more precisely, in a method based on the hydrodynamic limit of a mean-field interacting particle system.
I am also interested in medical, biological and ecological models. In particular, in collaboration with the CHU of Nancy, we study the telomere length distribution evolution during adult life and its medical implications.
PhD in Applied Mathematics, 2011
Ecole Polytechnique (Palaiseau, France)
Master in Probability theory, 2008
Ecole Normale Supérieure (MP2004), 2004-2008
Ecole Normale Supérieure