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Preprint Sep 2026

Stein's functional method for weakly dependent random variables

This article extends Stein's functional method to establish explicit rates of convergence in the Wasserstein-1 distance for Donsker's invariance principle under weak dependence. Our approach first reduces the problem of bounding distances between distributions on a function space to estimating distances between finite-...

L. Coutin, Sérigné Darou Kebe, Laurent Decreusefond · 0 citations

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