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A Descriptive Approach to Pointwise Ergodic Theorems

Offered By: University of Chicago Department of Mathematics via YouTube

Tags

Ergodic Theory Courses Mathematics Courses Number Theory Courses Combinatorics Courses Dynamical Systems Courses Probability Theory Courses

Course Description

Overview

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Explore a captivating colloquium talk by Anush Tserunyan from McGill University on "A Descriptive Approach To Pointwise Ergodic Theorems." Delve into the fascinating world of dynamical systems as Tserunyan bridges the gap between global behavior and local statistics. Discover how this powerful mathematical tool, inspired by descriptive set theory, finds applications in ergodic theory, probability, and number theory. Learn about new types of pointwise ergodic theorems developed through collaborative work with Jenna Zomback. Gain insights into this elementary yet general approach that promises to revolutionize our understanding of dynamical systems and their statistical properties.

Syllabus

Colloquium: Anush Tserunyan (McGill)


Taught by

University of Chicago Department of Mathematics

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