Posterior Concentration Properties of a General Class of Shrinkage
Priors around Nearly Black Vectors

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Posterior Concentration Properties of a General Class of Shrinkage Priors around Nearly Black Vectors

28 December 2014

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Papers citing "Posterior Concentration Properties of a General Class of Shrinkage Priors around Nearly Black Vectors"

9 / 9 papers shown

Title
Nearly Optimal Variational Inference for High Dimensional Regression with Shrinkage Priors Jincheng Bai Qifan Song Guang Cheng BDL 49 4 0 24 Oct 2020
Empirical priors and coverage of posterior credible sets in a sparse normal mean model Ryan Martin Bo Ning 66 18 0 05 Dec 2018
Nearly optimal Bayesian Shrinkage for High Dimensional Regression Qifan Song F. Liang 67 79 0 24 Dec 2017
Adaptive posterior contraction rates for the horseshoe S. V. D. Pas Botond Szabó A. van der Vaart 63 72 0 13 Feb 2017
Well-posed Bayesian Inverse Problems with Infinitely-Divisible and Heavy-Tailed Prior Measures Bamdad Hosseini 90 34 0 23 Sep 2016
Uncertainty quantification for the horseshoe S. V. D. Pas Botond Szabó A. van der Vaart 94 74 0 07 Jul 2016
Conditions for Posterior Contraction in the Sparse Normal Means Problem S. V. D. Pas J. Salomond Johannes Schmidt-Hieber 66 65 0 08 Oct 2015
The Horseshoe+ Estimator of Ultra-Sparse Signals A. Bhadra J. Datta Nicholas G. Polson Brandon T. Willard 109 169 0 02 Feb 2015
Asymptotic Properties of Bayes Risk of a General Class of Shrinkage Priors in Multiple Hypothesis Testing Under Sparsity P. Ghosh Xueying Tang M. Ghosh A. Chakrabarti 137 53 0 28 Oct 2013