Résumé de l'exposé de Lucas Reding (LMRS)

On the Quenched Functional Central Limit Theorem 
for Stationary Random Fields Under Projective Criteria

In this talk we present some quenched functional Central Limit 
Theorems (CLT) for stationary random fields under a projective 
criteria. These results are a generalization of the work of 
Peligrad and Volny (2020) on the quenched functional CLT for 
ortho-martingales to random fields satisfying a Hannan type 
projective condition adapted to some Orlicz spaces.