Fourier Uniformity of Multiplicative Functions
Offered By: IMSA via YouTube
Course Description
Overview
Explore the Fourier uniformity conjecture and its implications in a 57-minute lecture by Miguel Walsh from the University of Buenos Aires. Delve into recent advancements in understanding which multiplicative functions can possess large Fourier coefficients across numerous short intervals. Examine the conjecture's connection to prime number distribution and its relationship with other key problems concerning multiplicative functions, including the Chowla and Sarnak conjectures. Gain insights into this complex mathematical topic and its significance in number theory.
Syllabus
Miguel Walsh, University of Buenos Aires: Fourier uniformity of multiplicative functions
Taught by
IMSA
Related Courses
Introduction to Mathematical ThinkingStanford University via Coursera Effective Thinking Through Mathematics
The University of Texas at Austin via edX Cryptography
University of Maryland, College Park via Coursera Математика для всех
Moscow Institute of Physics and Technology via Coursera Number Theory and Cryptography
University of California, San Diego via Coursera