$Approximate message passing from random initialization with applications to $\mathbb{Z}_{2}$ synchronization$

Approximate message passing from random initialization with applications to $\mathbb{Z}_{2}$ synchronization

7 February 2023

Papers citing "Approximate message passing from random initialization with applications to $\mathbb{Z}_{2}$ synchronization"

9 / 9 papers shown

Title
Unifying AMP Algorithms for Rotationally-Invariant Models Songbin Liu Junjie Ma 67 0 0 02 Dec 2024
A Convergence Analysis of Approximate Message Passing with Non-Separable Functions and Applications to Multi-Class Classification Burak Çakmak Yue M. Lu Manfred Opper 14 4 0 13 Feb 2024
Sharp Analysis of Power Iteration for Tensor PCA Yuchen Wu Kangjie Zhou 15 0 0 02 Jan 2024
Universality in block dependent linear models with applications to nonparametric regression Samriddha Lahiry Pragya Sur 15 1 0 30 Dec 2023
Deflated HeteroPCA: Overcoming the curse of ill-conditioning in heteroskedastic PCA Yuchen Zhou Yuxin Chen 28 4 0 10 Mar 2023
Approximate Message Passing for orthogonally invariant ensembles: Multivariate non-linearities and spectral initialization Xinyi Zhong Tianhao Wang Zhou-Yang Fan 22 20 0 05 Oct 2021
SDP Achieves Exact Minimax Optimality in Phase Synchronization Chao Gao A. Zhang 14 7 0 07 Jan 2021
The Lasso with general Gaussian designs with applications to hypothesis testing Michael Celentano Andrea Montanari Yuting Wei 29 62 0 27 Jul 2020
The Projected Power Method: An Efficient Algorithm for Joint Alignment from Pairwise Differences Yuxin Chen Emmanuel Candes 15 92 0 19 Sep 2016