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1702.03698
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Adaptive posterior contraction rates for the horseshoe
13 February 2017
S. V. D. Pas
Botond Szabó
A. van der Vaart
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Papers citing
"Adaptive posterior contraction rates for the horseshoe"
17 / 17 papers shown
Title
False Discovery Rate Control via Frequentist-assisted Horseshoe
Qiaoyu Liang
Zihan Zhu
Ziang Fu
Michael Evans
114
0
0
08 Feb 2025
Sparse Horseshoe Estimation via Expectation-Maximisation
Shu Yu Tew
Daniel F. Schmidt
E. Makalic
51
2
0
07 Nov 2022
Posterior Contraction rate and Asymptotic Bayes Optimality for one-group shrinkage priors in sparse normal means problem
Sayantan Paul
A. Chakrabarti
27
0
0
04 Nov 2022
Efficient posterior sampling for Bayesian Poisson regression
Laura DÁngelo
A. Canale
68
13
0
20 Sep 2021
Horseshoe shrinkage methods for Bayesian fusion estimation
Sayantan Banerjee
39
11
0
15 Feb 2021
Coupling-based convergence assessment of some Gibbs samplers for high-dimensional Bayesian regression with shrinkage priors
N. Biswas
A. Bhattacharya
Pierre E. Jacob
J. Johndrow
78
14
0
09 Dec 2020
Shrinkage with shrunken shoulders: Gibbs sampling shrinkage model posteriors with guaranteed convergence rates
A. Nishimura
M. Suchard
110
9
0
06 Nov 2019
Can we trust Bayesian uncertainty quantification from Gaussian process priors with squared exponential covariance kernel?
Amine Hadji
B. Szabó
56
16
0
02 Apr 2019
Empirical priors and coverage of posterior credible sets in a sparse normal mean model
Ryan Martin
Bo Ning
66
18
0
05 Dec 2018
On spike and slab empirical Bayes multiple testing
I. Castillo
Étienne Roquain
75
35
0
29 Aug 2018
Spike and slab empirical Bayes sparse credible sets
I. Castillo
Botond Szabó
69
20
0
23 Aug 2018
Empirical Bayes analysis of spike and slab posterior distributions
I. Castillo
Romain Mismer
72
31
0
05 Jan 2018
Nearly optimal Bayesian Shrinkage for High Dimensional Regression
Qifan Song
F. Liang
67
79
0
24 Dec 2017
Empirical priors and posterior concentration in a piecewise polynomial sequence model
Chang Liu
Ryan Martin
Weining Shen
40
6
0
11 Dec 2017
Contributed Discussion to Uncertainty Quantification for the Horseshoe by Stéphanie van der Pas, Botond Szabó and Aad van der Vaart
W. Yoo
35
3
0
16 Oct 2017
Bayes Shrinkage at GWAS scale: Convergence and Approximation Theory of a Scalable MCMC Algorithm for the Horseshoe Prior
J. Johndrow
Paulo Orenstein
A. Bhattacharya
100
24
0
02 May 2017
Uncertainty quantification for the horseshoe
S. V. D. Pas
Botond Szabó
A. van der Vaart
94
74
0
07 Jul 2016
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