Random Matrices: Gaussian Poincare Inequality

Random Matrices: Gaussian Poincare Inequality

Roland Speicher

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NPTEL - Indian Institute of Science, Bengaluru

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Institut Henri Poincaré

Poincare Inequality on Metric Measure Spaces

Random Matrices in Unexpected Places: Atomic Nuclei, Chaotic Billiards, Riemann Zeta #SoME2

Ledoux Michel "Poincaré inequalities in probability and geometric analysis"

Institut Henri Poincaré

Generic Local Hamiltonians are Gapless

Institut Henri Poincaré

A Gaussian de Finetti theorem and application to truncations of random Haar matrices

Institut Henri Poincaré

Projections of Probability Distributions: A Measure-Theoretic Dvoretzky Theorem

Simons Institute

Gérard Ben Arous (1.1) Gaussian Random Matrices and stationary random functions, part 1.1

IAS | PCMI Park City Mathematics Institute

Why greatest Mathematicians are not trying to prove Riemann Hypothesis? || #short #terencetao #maths

Me Asthmatic_M@thematics.

Greg Yang | Large N Limits: Random Matrices & Neural Networks | The Cartesian Cafe w/ Timothy Nguyen

Alexander Volberg: Poincaré inequalities on Hamming cube: analysis, combinatorics, probability

Hausdorff Center for Mathematics

On universality for random matrices - Paul Bourgade

Institute for Advanced Study

Sharp matrix concentration inequalities - Ramon van Handel

Institute for Advanced Study