Maksym Radziwill

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Maksym Radziwill, Oberwolfach 2013

Maksym Radziwill (born February 24, 1988 in Moscow ) is a Canadian mathematician from Russia who deals with analytical number theory.

Radziwill received his PhD from Stanford University in 2013 with Kannan Soundararajan (Zero-distribution and size of the Riemann zeta-function on the critical line). As a post-doctoral student, he was at the Institute for Advanced Study . He was at the Center de Recherches Mathématiques and at Rutgers University and is an Assistant Professor at McGill University .

He initially dealt with the Riemann zeta function . For 2016 he received the SASTRA Ramanujan Prize with Kaisa Matomäki . The prize was awarded in particular for their joint publication Multiplicative functions in short intervals from 2016, which, after the laudation, represents a revolutionary advance in analytical number theory. It establishes a connection between the behavior of multiplicative number theoretic functions (such as the Möbius function and the Liouville function ) at small distances to that at large distances (where their behavior is partly well known). For example, they used the theorem to advance the open Chowla conjecture (averaged version of the conjecture).

Radziwill was awarded the Coxeter James Prize and the Ribenboim Prize for 2018, and the Stefan Banach Prize for 2019 . In 2019 he received the New Horizons in Mathematics Prize with Matomäki .

Fonts

  • with K. Matomäki: Multiplicative functions in short intervals. In: Annals of Mathematics. Volume 183, 2016, pp. 1015-1056, Arxiv .
  • with K. Matomäki, Terence Tao : An averaged form of Chowla's conjecture. In: Algebra & Number Theory. Volume 9, 2015, pp. 2167-2196, Arxiv .

Web links

Individual evidence

  1. SASTRA Ramanujan Prize 2016
  2. Maksym Radziwill in the Mathematics Genealogy Project (English)Template: MathGenealogyProject / Maintenance / id used
  3. ^ Radziwill, IAS
  4. ^ Terence Tao's blog, Sign patterns of Mobius and Liouville functions, September 2015