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An equivalence between high dimensional Bayes optimal inference and
  M-estimation

An equivalence between high dimensional Bayes optimal inference and M-estimation

22 September 2016
Madhu S. Advani
Surya Ganguli
ArXivPDFHTML

Papers citing "An equivalence between high dimensional Bayes optimal inference and M-estimation"

5 / 5 papers shown
Title
Analysis of High-dimensional Gaussian Labeled-unlabeled Mixture Model via Message-passing Algorithm
Analysis of High-dimensional Gaussian Labeled-unlabeled Mixture Model via Message-passing Algorithm
Xiaosi Gu
Tomoyuki Obuchi
77
0
0
29 Nov 2024
Performance of Bayesian linear regression in a model with mismatch
Performance of Bayesian linear regression in a model with mismatch
Jean Barbier
Wei-Kuo Chen
D. Panchenko
Manuel Sáenz
40
22
0
14 Jul 2021
Statistical mechanics of low-rank tensor decomposition
Statistical mechanics of low-rank tensor decomposition
Jonathan Kadmon
Surya Ganguli
16
18
0
23 Oct 2018
High-dimensional dynamics of generalization error in neural networks
High-dimensional dynamics of generalization error in neural networks
Madhu S. Advani
Andrew M. Saxe
AI4CE
90
464
0
10 Oct 2017
Optimal Errors and Phase Transitions in High-Dimensional Generalized
  Linear Models
Optimal Errors and Phase Transitions in High-Dimensional Generalized Linear Models
Jean Barbier
Florent Krzakala
N. Macris
Léo Miolane
Lenka Zdeborová
31
260
0
10 Aug 2017
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