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Empirical Bayes posterior concentration in sparse high-dimensional
  linear models

Empirical Bayes posterior concentration in sparse high-dimensional linear models

30 June 2014
Ryan Martin
Raymond Mess
S. Walker
ArXivPDFHTML

Papers citing "Empirical Bayes posterior concentration in sparse high-dimensional linear models"

12 / 12 papers shown
Title
High-dimensional Bayesian Tobit regression for censored response with Horseshoe prior
High-dimensional Bayesian Tobit regression for censored response with Horseshoe prior
Tien Mai
24
0
0
13 May 2025
On high-dimensional classification by sparse generalized Bayesian
  logistic regression
On high-dimensional classification by sparse generalized Bayesian logistic regression
The Tien Mai
26
1
0
19 Mar 2024
Bayesian Analysis for Over-parameterized Linear Model via Effective Spectra
Bayesian Analysis for Over-parameterized Linear Model via Effective Spectra
Tomoya Wakayama
Masaaki Imaizumi
47
1
0
25 May 2023
Empirical Bayes inference in sparse high-dimensional generalized linear
  models
Empirical Bayes inference in sparse high-dimensional generalized linear models
Yiqi Tang
Ryan Martin
16
3
0
14 Mar 2023
Bayesian Nonlinear Models for Repeated Measurement Data: An Overview,
  Implementation, and Applications
Bayesian Nonlinear Models for Repeated Measurement Data: An Overview, Implementation, and Applications
Se Yoon Lee
8
17
0
28 Jan 2022
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
32
22
0
14 Jul 2021
Optimal Bayesian estimation of Gaussian mixtures with growing number of
  components
Optimal Bayesian estimation of Gaussian mixtures with growing number of components
Ilsang Ohn
Lizhen Lin
27
16
0
17 Jul 2020
Nearly optimal Bayesian Shrinkage for High Dimensional Regression
Nearly optimal Bayesian Shrinkage for High Dimensional Regression
Qifan Song
F. Liang
14
77
0
24 Dec 2017
Bayesian fractional posteriors
Bayesian fractional posteriors
A. Bhattacharya
D. Pati
Yun Yang
19
108
0
03 Nov 2016
Uncertainty quantification for the horseshoe
Uncertainty quantification for the horseshoe
S. V. D. Pas
Botond Szabó
A. van der Vaart
23
71
0
07 Jul 2016
Fast Rates for General Unbounded Loss Functions: from ERM to Generalized
  Bayes
Fast Rates for General Unbounded Loss Functions: from ERM to Generalized Bayes
Peter Grünwald
Nishant A. Mehta
18
71
0
01 May 2016
A General Framework for Bayes Structured Linear Models
A General Framework for Bayes Structured Linear Models
Chao Gao
A. van der Vaart
Harrison H. Zhou
30
58
0
06 Jun 2015
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