The Central Limit Theorem for Non-Regular Potentials

Explore the Central Limit Theorem for non-regular potentials in this 47-minute conference talk from the 8th Brazilian School of Dynamical Systems. Delve into advanced concepts in dynamical systems and ergodic theory as presented by Pablo Carrasco from UFMG. Learn about the mathematical foundations and applications of the Central Limit Theorem when applied to non-regular potential functions, examining how classical probability theory extends to more complex dynamical settings. Discover the theoretical framework that connects probability theory with dynamical systems, particularly focusing on cases where traditional regularity conditions may not hold. Gain insights into cutting-edge research in mathematical analysis that bridges ergodic theory, probability, and dynamical systems. This presentation forms part of a comprehensive academic event designed to foster interaction between postgraduate students and researchers in dynamical systems, ergodic theory, and related fields including geometry, probability, number theory, and topology.