On the Universality of Noiseless Linear Estimation with Respect to the
Measurement Matrix

On the Universality of Noiseless Linear Estimation with Respect to the Measurement Matrix

11 June 2019

Florent Krzakala

Lenka Zdeborová

Papers citing "On the Universality of Noiseless Linear Estimation with Respect to the Measurement Matrix"

8 / 8 papers shown

Title
On the Spectrum of Random Features Maps of High Dimensional Data Zhenyu Liao Romain Couillet 46 51 0 30 May 2018
Optimal Errors and Phase Transitions in High-Dimensional Generalized Linear Models Jean Barbier Florent Krzakala N. Macris Léo Miolane Lenka Zdeborová 68 265 0 10 Aug 2017
Multi-Layer Generalized Linear Estimation Andre Manoel Florent Krzakala M. Mézard Lenka Zdeborová 45 54 0 24 Jan 2017
Expectation Propagation for approximate Bayesian inference T. Minka 127 1,907 0 10 Jan 2013
The Convex Geometry of Linear Inverse Problems V. Chandrasekaran Benjamin Recht P. Parrilo A. Willsky 195 1,338 0 03 Dec 2010
Message Passing Algorithms for Compressed Sensing D. Donoho A. Maleki Andrea Montanari 104 2,354 0 21 Jul 2009
A typical reconstruction limit of compressed sensing based on Lp-norm minimization Y. Kabashima Tadashi Wadayama Toshiyuki Tanaka 99 159 0 06 Jul 2009
Observed Universality of Phase Transitions in High-Dimensional Geometry, with Implications for Modern Data Analysis and Signal Processing D. Donoho Jared Tanner 85 463 0 14 Jun 2009