Discrete Harmonic Analysis and Its Applications to Ergodic Theory - Part 1
Offered By: Banach Center via YouTube
Course Description
Overview
Explore the fundamental concepts of discrete harmonic analysis and its applications to ergodic theory in this comprehensive lecture delivered by Tomasz Z. Szarek from the University of Georgia, USA. Delve into the intricate connections between these two mathematical fields, gaining insights into their theoretical foundations and practical implications. Over the course of 64 minutes, examine key principles, methodologies, and recent developments in this specialized area of mathematics. Enhance your understanding of how discrete harmonic analysis techniques can be applied to solve complex problems in ergodic theory, paving the way for further research and applications in related mathematical disciplines.
Syllabus
Discrete harmonic analysis and its applications to ergodic theory (part 1)
Taught by
Banach Center
Related Courses
Estimates for Bochner-Riesz Means at the Critical Index by David BeltranInternational Centre for Theoretical Sciences via YouTube Modern Trends in Harmonic Analysis
International Centre for Theoretical Sciences via YouTube Modern Trends in Harmonic Analysis
International Centre for Theoretical Sciences via YouTube Endpoint Eigenfunction Bounds for the Hermite Operator by Sanghyuk Lee
International Centre for Theoretical Sciences via YouTube Global Maximizers for Spherical Restriction by Diogo Oliveira e Silva
International Centre for Theoretical Sciences via YouTube