On Pisier's inequality for UMD targets
Functional Analysis
2020-02-25 v1
Authors:
Alexandros Eskenazis
Abstract
We prove an extension of Pisier's inequality (1986) with a dimension independent constant for vector valued functions whose target spaces satisfy a relaxation of the UMD property.
Cite
@article{arxiv.2002.10396,
title = {On Pisier's inequality for UMD targets},
author = {Alexandros Eskenazis},
journal= {arXiv preprint arXiv:2002.10396},
year = {2020}
}
Related papers
View all related →
Functional Analysis · Mathematics
An Elementary Exposition of Pisier's Inequality
Siddharth Iyer, Anup Rao, Victor Reis, Thomas Rothvoss +1
2020-09-24
Functional Analysis · Mathematics
Difference Norms for Vector-Valued Bessel Potential Spaces with an Application to Pointwise Multipliers
Nick Lindemulder
2016-12-08
Probability · Mathematics
On Some Extensions of Bernstein's Inequality for Self-adjoint Operators
Stanislav Minsker
2017-04-18
Classical Analysis and ODEs · Mathematics
Picard--Vessiot structures
Moshe Kamensky
2018-08-27
Functional Analysis · Mathematics
Perimeters, uniform enlargement and high dimensions
Franck Barthe, Benoit Huou
2014-11-14
Probability · Mathematics
Refinements of the One Dimensional Free Poincare Inequality
Christian Houdre, Ionel Popescu
2014-09-30
Statistics Theory · Mathematics
On consistent estimation of dimension values
Alejandro Cholaquidis, Antonio Cuevas, Beatriz Pateiro-López
2025-07-08
Algebraic Geometry · Mathematics
Embedded Picard-Vessiot extensions
Quentin Brouette, Greg Cousins, Anand Pillay, Francoise Point
2017-09-04
Probability · Mathematics
Concentration for Infinitely Divisible Vectors with Independent Components
C. Houdré, P. Reynaud-Bouret
2007-05-23
Analysis of PDEs · Mathematics
Weighted Korn and Poincar\'e-Korn inequalities in the Euclidean space and associated operators
Kleber Carrapatoso, Jean Dolbeault, Frédéric Hérau, Stéphane Mischler +1
2020-12-14
Statistics Theory · Mathematics
Intrinsic dimension concentration inequalities for self-adjoint operators
Diego Martinez-Taboada, Aaditya Ramdas
2026-02-17
Machine Learning · Computer Science
An extension of McDiarmid's inequality
Richard Combes
2024-05-03
Commutative Algebra · Mathematics
Existence of $\partial$-parameterized Picard-Vessiot extensions over fields with algebraically closed constants
Michael Wibmer
2011-04-19
Probability · Mathematics
A note on the Menchov-Rademacher Inequality
Witold Bednorz
2007-05-23
Complex Variables · Mathematics
Dimension Free Growth Results for Vector-Valued Functions of Several Complex Variables
Faruk F. Abi-Khuzam
2022-01-31
Optimization and Control · Mathematics
A remark on optimal weighted Poincar\'e inequalities for convex domains
Vincenzo Ferone, Carlo Nitsch, Cristina Trombetti
2012-11-07
Functional Analysis · Mathematics
Diameter two properties in some vector-valued function spaces
Han Ju Lee, Hyung-Joon Tag
2021-03-17
Probability · Mathematics
A variance-sensitive Gaussian concentration inequality
Nguyen Tien Dung
2022-07-11
Functional Analysis · Mathematics
The UMD constants of the summation operators
Jörg Wenzel
2007-05-23
Logic · Mathematics
On parameterized differential Galois extensions
Omar Leon Sanchez, Joel Nagloo
2017-08-16
Functional Analysis · Mathematics
Rescaled extrapolation for vector-valued functions
Alex Amenta, Emiel Lorist, Mark Veraar
2019-08-08
Probability · Mathematics
A note on spectral gap and weighted Poincar\'e inequalities for some one-dimensional diffusions
Michel Bonnefont, Aldéric Joulin, Yutao Ma
2014-11-24
Numerical Analysis · Mathematics
Constants in Discrete Poincar\'e and Friedrichs Inequalities and Discrete Quasi-Interpolation
Carsten Carstensen, Friederike Hellwig
2017-09-05
Functional Analysis · Mathematics
On the $\text{OUMD}$ property for the column Hilbert space $C$
Yanqi Qiu
2015-03-12
Algebraic Geometry · Mathematics
Picard-Vessiot theory for real partial differential fields
Teresa Crespo, Zbigniew Hajto
2021-04-13