Description
Assuming a population evolves according to some stochastic differential equation, we wonder what the different ways according to which it can be divided into neutral genetic subgroups are. We present a characterization of these subgroups in the diffusive case in dimension $1$, as well as a way to universally build them from a stochastic flow.
Auteurs
Emmanuel Schertzer
(University of Vienna)
Etienne Marion
(MAP5, Université Paris Cité)
Raphael Forien
(INRAE)