Título: CLT for a class of random walks in dynamic random environments

Palestrante: Augusto Teixeira (IMPA)

Data: 26/08/2024

Hora: 15:30h

Local: Sala C116 - Instituto de Matemática - UFRJ

Resumo: In this talk, we will provide a brief history of some recent developments in the study of random walks in dynamic random environments. Then, we will present a new result that establishes the Central Limit Theorem (CLT) for a family of environments that mix rapidly but not uniformly. We will give an outline of the proof, which follows a very simple idea: showing that the random walk cannot escape from a set of renewal traps. We will conclude the seminar by indicating some interesting directions for the continuation of this study.
This presentation is based on joint work with Julien Allasia, Rangel Baldasso, and Oriane Blondel