Bálint Virág

Q: What Schools Are Affiliated With Bálint Virág

Bálint Virág is affiliated with the following schools: University of California, Berkeley, Princeton University, Massachusetts Institute of Technology, University of Toronto, Harvard University

Bálint Virág's AcademicInfluence.com Rankings

Bálint Virág

Mathematics

#4017

World Rank

#5790

Historical Rank

Measure Theory

#4585

World Rank

#5366

Historical Rank

mathematics Degrees

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Mathematics

Bálint Virág's Degrees

PhD Mathematics Princeton University

Why Is Bálint Virág Influential?

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According to Wikipedia, Bálint Virág is a Hungarian mathematician working in Canada, known for his work in probability theory, particularly determinantal processes, random matrix theory, and random walks and other probabilistic questions on groupss. He received his Ph.D. from U.C. Berkeley in 2000, under the direction of Yuval Peres, and was a post-doc at MIT. Since 2003 he has been a Canada research chair at the University of Toronto.

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Bálint Virág's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Zeros of Gaussian Analytic Functions and Determinantal Point Processes (2009) (526)
Beta ensembles, stochastic Airy spectrum, and a diffusion (2006) (259)
Continuum limits of random matrices and the Brownian carousel (2007) (199)
Zeros of the i.i.d. Gaussian power series: a conformally invariant determinantal process (2003) (162)
The Noise in the Circular Law and the Gaussian Free Field (2006) (159)
Kesten's theorem for Invariant Random Subgroups (2012) (152)
Amenability via random walks (2003) (146)
Limits of spiked random matrices I (2010) (129)
Random sorting networks (2006) (77)
Local algorithms for independent sets are half-optimal (2014) (74)
Universality of the Stochastic Airy Operator (2013) (69)
On the girth of random Cayley graphs (2007) (57)
Dimension and randomness in groups acting on rooted trees (2002) (53)
Invariant Gaussian processes and independent sets on regular graphs of large girth (2013) (50)
The Scaling Limit of the Critical One-Dimensional Random Schrödinger Operator (2011) (48)
Amenability of linear-activity automaton groups (2009) (47)
The heat and the landscape I (2020) (46)
Anchored expansion and random walk (2001) (44)
The measurable Kesten theorem (2011) (41)
Ramanujan graphings and correlation decay in local algorithms (2013) (33)
Mean quantum percolation (2013) (33)
Benjamini-Schramm convergence and pointwise convergence of the spectral measure (2014) (32)
The right tail exponent of the Tracy – Widom β distribution (2011) (31)
Complex Determinantal Processes and $H1$ Noise (2006) (25)
Operator limits of random matrices (2018) (23)
The Sine β operator (2016) (22)
Speed exponents of random walks on groups (2012) (22)
Positive speed for high-degree automaton groups (2011) (21)
Brownian beads (2003) (20)
On the speed of random walks on graphs (2000) (19)
Geometry of Permutation Limits (2016) (18)
Random Schrödinger operators on long boxes, noise explosion and the GOE (2009) (15)
The Sine$$_\beta $$β operator (2016) (14)
Random Walks that Avoid Their Past Convex Hull (2002) (14)
Infinite geodesics, competition interfaces and the second class particle in the scaling limit (2021) (11)
Eigenvectors of the 1-dimensional critical random Schrödinger operator (2016) (10)
The Scaling Limit of the Critical One-Dimensional Random Schrödinger Operator (2012) (8)
Dyson’s Spike for Random Schroedinger Operators and Novikov–Shubin Invariants of Groups (2016) (7)
Random Walks On Finite Convex Sets Of Lattice Points (1998) (7)
A Central Limit Theorem for Products of Random Matrices and GOE Statistics for the Anderson Model on Long Boxes (2014) (6)
Fast graphs for the random walker (2001) (5)
Brownian motion as limit of the interchange process (2016) (4)
The spectrum of the random environment and localization of noise (2008) (4)
Tracy–Widom Fluctuations in 2D Random Schrödinger Operators (2018) (3)
Hölder Continuity of the Integrated Density of States in the One-Dimensional Anderson Model (2015) (2)
Determinantal point processes (2009) (2)
BULK PROPERTIES OF THE AIRY LINE ENSEMBLE BY DUNCAN DAUVERGNE (2020) (1)
Eigenvectors of the 1-dimensional critical random Schrödinger operator (2018) (1)
Gaussian analytic functions (2009) (1)
A short introduction to operator limits of random matrices (2019) (1)
PR ] 2 1 Fe b 20 20 ENTROPY AND EXPANSION (2020) (0)
Brownian motion and random matrices organized (2014) (0)
A determinantal zoo (2009) (0)
Large deviations for zeros (2009) (0)
Tracy–Widom Fluctuations in 2D Random Schrödinger Operators (2019) (0)
1 2 Fe b 20 03 Dimension and randomness in groups acting on rooted trees by Miklós Abért (2003) (0)
Amenability of quadratic automaton groups (2021) (0)
The hyperbolic GAF (2009) (0)
A Central Limit Theorem for Products of Random Matrices and GOE Statistics for the Anderson Model on Long Boxes (2016) (0)
Limits of spiked random matrices I (2012) (0)
Point Processes, Noise, and Stochastic Analysis (lectures by Balint Virag) (2012) (0)
KPZ fluctuations in the planar stochastic heat equation (2022) (0)
ORTHOGONAL POLYNOMIALS IN PROBABILITY THEORY ABSTRACTS MINI-COURSES (2010) (0)
Dyson’s Spike for Random Schroedinger Operators and Novikov–Shubin Invariants of Groups (2017) (0)
Recent Progress in Random Conformal Geometry (2014) (0)
ec 2 00 2 Dimension and randomness in groups acting on rooted trees by Miklós Abért (2002) (0)
Hölder Continuity of the Integrated Density of States in the One-Dimensional Anderson Model (2017) (0)
Geometry of Permutation Limits (2019) (0)
Advanced topics: Dynamics and allocation to random zeros (2009) (0)
Two results about random spectra (2013) (0)

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Other Resources About Bálint Virág

en.wikipedia.org

What Schools Are Affiliated With Bálint Virág?

Bálint Virág is affiliated with the following schools:

Bálint Virág's Academic­Influence.com Rankings