Péter Varjú | |
---|---|
Born | Szeged, Hungary |
Nationality | Hungarian |
Alma mater | Princeton University |
Awards | EMS Prize Whitehead Prize |
Scientific career | |
Fields | Mathematics |
Institutions | Cambridge University |
Thesis | Random walks and spectral gaps in linear groups (2011) |
Doctoral advisor | Jean Bourgain |
Péter Varjú is a Hungarian mathematician who works in harmonic analysis and ergodic theory. He is a professor at the University of Cambridge.
Varjú was born in Szeged. He did his undergraduate studies at the University of Szeged [1] and his doctoral studies at Princeton University, where he defended his thesis Random walks and spectral gaps in linear groups in 2011 under the supervision of Jean Bourgain. [2]
He works at the University of Cambridge, as a professor in the Department of Pure Mathematics and Mathematical Statistics. [3]
Varjú studied the construction of expander graphs with number-theoretic methods involving arithmetic groups [A] and questions about the uniform distribution of random walks in arithmetic groups with Bourgain [B] and in Euclidean isometries with Elon Lindenstrauss. [C] [D]
Varjú received the 2016 EMS Prize [4] and the 2018 Whitehead Prize. [5] As a graduate student at Princeton, he was also a Fulbright Fellow. [1]
A. | Golsefidy, A. Salehi; Varjú, Péter P. (2012), "Expansion in perfect groups", Geometric and Functional Analysis , 22 (6): 1832–1891, arXiv: 1108.4900 , doi:10.1007/s00039-012-0190-7, MR 3000503 |
B. | Bourgain, Jean; Varjú, Péter P. (2012), "Expansion in , arbitrary", Inventiones Mathematicae , 188 (1): 151–173, arXiv: 1006.3365 , doi:10.1007/s00222-011-0345-4, MR 2897695 |
C. | Lindenstrauss, Elon; Varjú, Péter P. (2016), "Random walks in the group of Euclidean isometries and self-similar measures", Duke Mathematical Journal , 165 (6): 1061–1127, arXiv: 1405.4426 , doi:10.1215/00127094-3167490, MR 3486415 |
D. | Varjú, Péter Pál (2015), "Random walks in Euclidean space", Annals of Mathematics , 2nd Series, 181 (1): 243–301, arXiv: 1205.3399 , doi:10.4007/annals.2015.181.1.4, MR 3272926 |