Talk page
Title:
Fourier Uniformity of Multiplicative Functions
Speaker:
Abstract:
The Fourier uniformity conjecture seeks to understand what multiplicative functions can have large Fourier coefficients on many short intervals. We will discuss recent progress on this problem and explain its connection with the distribution of prime numbers and with other central problems about the behavior of multiplicative functions, such as the Chowla and Sarnak conjectures.
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