publiée le 20 mai 2026
A dichotomy in the tail behaviour of quadratic Weyl sums
De Francesco Cellarosi
Rates of convergence in the CLT for non stationary sequences and application to sequential dynamical systems
Apparaît dans la collection : Probabilistic techniques for random and time-varying dynamical systems / Méthodes probabilistes pour les systèmes dynamiques aléatoires et variant avec le temps
This talk is devoted to rates of convergence for minimal distances and for the uniform distance, between the law of partial sums associated with non necessarily stationary sequences and the limiting Gaussian distribution. Applications to linear statistics, non stationary rho-mixing sequences and sequential dynamical systems will be provided. This is a joint work with J. Dedecker and E. Rio.
