Boáz Klartag | Academic Influence

Boáz Klartag's AcademicInfluence.com Rankings

Boáz Klartag

Mathematics

#3713

World Rank

#5424

Historical Rank

Functional Analysis

#74

World Rank

#91

Historical Rank

Geometry

#200

World Rank

#278

Historical Rank

Measure Theory

#3506

World Rank

#4136

Historical Rank

mathematics Degrees

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Mathematics

Boáz Klartag's Degrees

PhD Mathematics Tel Aviv University
Masters Mathematics Tel Aviv University
Bachelors Mathematics Tel Aviv University

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Why Is Boáz Klartag Influential?

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According to Wikipedia, Boáz Klartag is an Israeli mathematician. He currently is a professor at the Weizmann Institute, and prior to that he was a professor at the Department of Pure Mathematics of Tel Aviv University, where he earned his doctorate under the supervision of Vitali Milman. Klartag made contributions in asymptotic geometric analysis and won the 2008 EMS Prize, as well as the 2010 Erdős Prize. He is an editor of the Journal d'Analyse Mathématique.

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Boáz Klartag'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

On convex perturbations with a bounded isotropic constant (2006) (245)
A central limit theorem for convex sets (2006) (227)
The Santalo point of a function, and a functional form of the Santalo inequality (2004) (168)
Geometry of Log-concave Functions and Measures (2005) (147)
Power-law estimates for the central limit theorem for convex sets (2006) (132)
A Berry-Esseen type inequality for convex bodies with an unconditional basis (2007) (112)
Empirical processes and random projections (2005) (99)
Needle decompositions in Riemannian geometry (2014) (86)
Centroid Bodies and the Logarithmic Laplace Transform - A Unified Approach (2011) (83)
Quantum one-way communication can be exponentially stronger than classical communication (2011) (81)
Fitting a $C^m$-Smooth Function to Data II (2009) (71)
Discrete Curvature and Abelian Groups (2015) (70)
Functional affine-isoperimetry and an inverse logarithmic Sobolev inequality (2011) (61)
Approximately gaussian marginals and the hyperplane conjecture (2010) (60)
Small ball probability and Dvoretzky’s Theorem (2004) (56)
Moment Measures (2013) (51)
On the hyperplane conjecture for random convex sets (2006) (49)
Marginals of Geometric Inequalities (2007) (47)
Uniform almost sub-Gaussian estimates for linear functionals on convex sets (2007) (47)
Symmetrization and Isotropic Constants of Convex Bodies (2004) (46)
Optimal Compression of Approximate Inner Products and Dimension Reduction (2016) (43)
On nearly radial marginals of high-dimensional probability measures (2008) (37)
An isomorphic version of the slicing problem (2003) (37)
Bourgain’s slicing problem and KLS isoperimetry up to polylog (2022) (36)
Pointwise Estimates for Marginals of Convex Bodies (2007) (32)
Isomorphic Steiner symmetrization (2003) (31)
Poincare Inequalities and Moment Maps (2011) (30)
ECONOMICAL TORIC SPINES VIA CHEEGER'S INEQUALITY (2008) (28)
Dimensionality and the stability of the Brunn-Minkowski inequality (2011) (27)
Rate of convergence of geometric symmetrizations (2003) (27)
A geometric inequality and a low M-estimate (2004) (25)
Variations on the Berry-Esseen theorem (2010) (23)
An example related to Whitney extension with almost minimal $C^m$ norm (2009) (23)
$5n$ Minkowski symmetrizations suffice to arrive at an approximate Euclidean ball (2002) (22)
The Lower Bound for Koldobsky’s Slicing Inequality via Random Rounding (2018) (19)
$C^1$ extensions of functions and stabilization of Glaeser refinements (2007) (19)
Poisson processes and a log-concave Bernstein theorem (2018) (19)
Logarithmically-Concave Moment Measures I (2013) (19)
Rapid Steiner Symmetrization of Most of a Convex Body and the Slicing Problem (2005) (18)
Convex geometry and waist inequalities (2016) (18)
Quantum One-Way Communication is Exponentially Stronger Than Classical Communication (2010) (17)
Interpolations, Convexity and Geometric Inequalities (2011) (17)
An example related to the slicing inequality for general measures (2017) (16)
On John-Type Ellipsoids (2003) (15)
On volume distribution in 2-convex bodies (2006) (15)
One more proof of the Alexandrov–Fenchel inequality (2019) (15)
Discrete variants of Brunn–Minkowski type inequalities (2019) (14)
A reduction of the slicing problem to finite volume ratio bodies (2003) (14)
High-dimensional distributions with convexity properties (2008) (13)
Eigenvalue distribution of optimal transportation (2014) (13)
Eldan’s Stochastic Localization and Tubular Neighborhoods of Complex-Analytic Sets (2017) (13)
Remarks on curvature in the transportation metric (2016) (11)
Spectral monotonicity under Gaussian convolution (2021) (10)
Spectral gaps, symmetries and log-concave perturbations (2019) (10)
Isotropic constants and Mahler volumes (2017) (10)
Concentration of measures supported on the cube (2012) (9)
Complex Legendre duality (2016) (9)
Inner Regularization of Log-Concave Measures and Small-Ball Estimates (2011) (8)
Affine hemispheres of elliptic type (2015) (7)
Remarks on minkowski symmetrizations (2000) (7)
A coordinate-free proof of the finiteness principle for Whitney’s extension problem (2020) (6)
Stability of the Blaschke–Santaló and the affine isoperimetric inequality (2010) (6)
Logarithmic bounds for isoperimetry and slices of convex sets (2023) (5)
Estimates for moments of general measures on convex bodies (2017) (5)
COMPLEX INTERPOLATION OF R-NORMS , DUALITY AND FOLIATIONS (2016) (5)
The slicing problem by Bourgain (2020) (4)
Some Open Problems in Asymptotic Geometric Analysis (2018) (4)
On the Oscillation Rigidity of a Lipschitz Function on a High-Dimensional Flat Torus (2014) (4)
Optimal compression of approximate Euclidean distances (2016) (4)
Ad Honorem Charles Fefferman (2017) (3)
Complex interpolation of $\mathbb R$-norms, duality and foliations (2016) (2)
Variations on the Berry - Esseen theorem@@@Variations on the Berry - Esseen theorem (2011) (2)
Extremal Kähler–Einstein Metric for Two-Dimensional Convex Bodies (2017) (2)
Isomorphic and almost-isometric problems in high-dimensional convex geometry (2006) (1)
Rigidity of Riemannian embeddings of discrete metric spaces (2020) (1)
Unimodal value distribution of Laplace eigenfunctions and a monotonicity formula (2019) (1)
Horocyclic Brunn-Minkowski inequality (2022) (1)
Long lines in subsets of large measure in high dimension (2022) (1)
Super-Gaussian Directions of Random Vectors (2015) (1)
Extremal Kähler–Einstein Metric for Two-Dimensional Convex Bodies (2018) (0)
G ] 2 D ec 2 00 3 On John-Type Ellipsoids (2003) (0)
Lipschitz functions on the infinite-dimensional torus (2014) (0)
Book Review: Geometry of isotropic convex bodies (2015) (0)
M ar 2 01 8 Isotropic constants and Mahler volumes (2020) (0)
A pr 2 00 6 A Central Limit Theorem for Convex Sets (2006) (0)
Remarks on curvature in the transportation metric (2017) (0)
A coordinate-free proof of the finiteness principle for the Whitney extension problem (2018) (0)
A pr 2 01 6 Super-Gaussian directions of random vectors (0)
Linear extension operators for Sobolev spaces on uniform trees (2023) (0)
Local tail bounds for polynomials on the discrete cube (2021) (0)
Corrigendum: A coordinate-free proof of the finiteness principle for Whitney’s extension problem (2020) (0)
ec 2 00 3 An isomorphic version of the slicing problem (0)
Erratum: Fitting a $C^m$-smooth function to data II (2012) (0)
ec 2 00 3 Rate of convergence of geometric symmetrizations (2003) (0)
FA ] 3 0 Se p 20 04 Small ball probability and Dvoretzky Theorem (2022) (0)
Convex geometry and waist inequalities (2017) (0)
Eldan’s Stochastic Localization and Tubular Neighborhoods of Complex-Analytic Sets (2017) (0)
Tail distribution of arbitrary random vectors in high dimension (2015) (0)
J ul 2 01 9 Spectral gaps , symmetries and log-concave perturbations (0)
M G ] 2 3 O ct 2 00 6 A Central Limit Theorem for Convex Sets (2006) (0)
Concentration of measures supported on the cube (2014) (0)
0 60 50 14 v 2 2 3 O ct 2 00 6 A Central Limit Theorem for Convex Sets (2006) (0)

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