SU\G(𝔸)/K·U

Inequalities for the Concentration Function

A. L. Miroshnikov, B. A. Rogozin

Type: Article

Publication Date: 1980-12-01

Citations: 14

DOI: https://doi.org/10.1137/1125020

Locations

  • Theory of Probability and Its Applications - View

Similar Works

Action Title Year Authors
+ Concentration functions and inequalities 2005 Michel Ledoux
+ A Sharper Form of the Inequality for the Concentration Function 1979 L. P. Postnikova
A. A. Yudin
+ PDF Chat On Bounds for the Concentration Function. 1 2018 Jean-Marc Deshouillérs
Gregory A. Freiman
A. A. Yudin
+ Functional and transport inequalities and their applications to concentration of measure 2019 Michał Strzelecki
+ Functional inequalities and concentration of measure 2021 Shiri Artstein-Avidan
Apostolos Giannopoulos
Vitali Milman
+ On the Kolmogorov-Rogozin inequality for the concentration function 1966 Carl-Gustav Esseen
+ Upper Estimates for the Concentration Function in Hilbert Space 1982 G. Zigel’
+ PDF Chat Concentration Inequalities 2001 Luc Devroye
Gábor Lugosi
+ PDF Chat A note on the concentration functions 1950 Kinsaku Takano
+ An estimate on concentration functions of multiplicative functions and its applications 1993 S. T. Tulyaganov
+ A sharp concentration inequality with application 2000 BoucheronStéphane
LugosiGábor
MassartPascal
+ PDF Chat Concentration of measure and logarithmic Sobolev inequalities 1999 Michel Ledoux
+ PDF Chat Concentration, Functional Inequalities and Isoperimetry 2011 Christian Houdré
Michel Ledoux
Emanuel Milman
Mario Milman
+ The concentration function problem for $G$-spaces 2017 Mohammad S. M. Moakhar
+ PDF Chat Distribution-dependent concentration inequalities for tighter generalization bounds 2018 Xinxing Wu
Zhang Jun-ping
+ Introduction to Concentration Inequalities 2019 Kumar Abhishek
Sneha Maheshwari
Sujit Gujar
+ On the concentration of additive functions 1980 Imre Z. Ruzsa
+ On Concentration Functions of Random Variables 2013 Sergey G. Bobkov
Gennadiy P. Chistyakov
+ Inequalities for the Mean Concentration 1985 Jan Grandell
+ PDF Chat The subgaussian constant and concentration inequalities 2006 Sergey G. Bobkov
Christian Houdré
Prasad Tetali

Works That Cite This (12)

Action Title Year Authors
+ PDF Chat Bounds on the Maximum of the Density for Sums of Independent Random Variables 2014 Sergey G. Bobkov
G. P. Chistyakov
+ PDF Chat A Multiplicative Inequality for Concentration Functions of n-Fold Convolutions 2000 Friedrich Götze
A. Yu. Zaîtsev
+ On the Uniform Approximation of Distributions of Sums of Independent Random Variables 1988 A. Yu. Zaîtsev
+ Local estimates for the Levy concentration function in multidimensional and Hilbert spaces 1984 S. M. Anan'evskii
A. L. Miroshnikov
+ Bounds for the Multidimensional LĂ©vy Concentration Function 1990 A. L. Miroshnikov
+ PDF Chat Multivariate Estimates for the Concentration Functions of Weighted Sums of Independent, Identically Distributed Random Variables 2014 Yu. S. Eliseeva
+ Estimating the Maximum Probability of a Sum of Independent Vectors 1988 A. G. Posrnikov
A. A. Yudin
+ PDF Chat Estimates of the Concentration Functions of Weighted Sums of Independent Random Variables 2013 Yu. S. Eliseeva
A. Yu. Zaîtsev
+ On the rate of decay of concentration functions of n-fold convolutions of probability distributions 2011 A. Yu. Zaîtsev
+ Remarks on an Inequality for the Concentration Function of Sums of Independent Variables 1983 A. L. Miroshnikov
B. A. Rogozin

Works Cited by This (5)

Action Title Year Authors
+ A Sharper Form of the Inequality for the Concentration Function 1979 L. P. Postnikova
A. A. Yudin
+ On the Kolmogorov-Rogozin inequality for the concentration function 1966 Carl-Gustav Esseen
+ PDF Chat The 1971 Rietz Lecture Sums of Independent Random Variables--Without Moment Conditions 1972 Harry Kesten
+ PDF Chat A Sharper Form of the Doeblin-LĂ©vy-Kolmogorov-Rogozin Inequality for Concentration Functions. 1969 Harry Kesten
+ Sums of Independent Random Variables 1975 V. V. Petrov