Ethan Ackelsberg: Möbius disjointness, prime number theorems, and asymptotic behavior of multiplicative functions, Part 2

Friday, February 11, 4-5 pm, MW 154

Ethan will continue his talk on the first two sections of “Sarnak’s conjecture: what’s new” by Ferenczi, Kułaga-Przymus, and Lemańczyk. The focus will be on the asymptotic behavior of multiplicative functions, with connections to ergodic theory, number theory, and uniform distribution.

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