Ethan Ackelsberg: Möbius disjointness, prime number theorems, and asymptotic behavior of multiplicative functions

Friday, February 4, 4-5 pm, MW 154

Ethan will present on the introduction and first two sections of the survey, “Sarnak’s conjecture: what’s new,” by Ferenczi, Kułaga-Przymus, and Lemańczyk, which covers the notion of Möbius disjointness, prime number theorems for uniquely ergodic dynamical systems, and important properties of multiplicative functions.

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