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Balázs Szegedy

Researcher
Alfréd Rényi Institute of Mathematics
Széchenyi Plusz RRF

Balázs Szegedy is a world-renowned expert on the mathematical theory that grew out of the Szemeréd Regularity Lemma, which describes the behavior of very large structures with mathematical tools. He is an ERC and Lendület grantee. He received the following prizes: Paul Erdős Prize (2013), Coxeter–James Prize (2013), Fulkerson Prize (2012), Sloan Research Fellowship (2010), European Prize in Combinatorics (2009), Géza Grünwald Commemorative Prize (2002), Kato Renyi Memorial Prize (1997).

After finishing his PhD in 2003, he held short term positions at Microsoft Research and the Institute for Advanced Study (USA). In 2006, he joined the University of Toronto (Canada) and he returned to Hungary in 2013. Currently he is leading a research group at the Alfréd Rényi Institute of Mathematics.

  • Google Scholar

Selected publications

  • Ágnes Backhausz and Balázs Szegedy: "Action convergence of operators and graphs", To appear in: Canadian Journal of Mathematics, 2020.
  • László Lovász, Balázs Szegedy: "The automorphism group of a graphon", J ALGEBRA 421: 136-166, 2015.
  • H. Hatami, L. Lovász, B. Szegedy: "Limits of locally-globally convergent graph sequences", GEOM FUNCT ANAL 24: (1) 269-296, 2014.
  • Á. Backhausz, B. Szegedy, B. Virág: "Ramanujan graphings and correlation decay in local algorithms", Random Structures & Algorithms, 47(3), 2015.
  • Balázs Szegedy: "Limits of functions on groups", Tansactions of AMS, 2005.

 

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