Maximum-A-Posteriori Estimates in Linear Inverse Problems with Log-concave Priors are Proper Bayes Estimators

21 February 2014

Papers citing "Maximum-A-Posteriori Estimates in Linear Inverse Problems with Log-concave Priors are Proper Bayes Estimators"

6 / 6 papers shown

Title
Flow Priors for Linear Inverse Problems via Iterative Corrupted Trajectory Matching Yasi Zhang Peiyu Yu Yaxuan Zhu Yingshan Chang Feng Gao Yingnian Wu Oscar Leong 105 9 0 29 May 2024
Revisiting maximum-a-posteriori estimation in log-concave models Marcelo Pereyra 50 22 0 19 Dec 2016
Fast Markov chain Monte Carlo sampling for sparse Bayesian inference in high-dimensional inverse problems using L1-type priors F. Lucka 59 30 0 01 Jun 2012
Compressible Distributions for High-dimensional Statistics Rémi Gribonval Volkan Cevher Mike E. Davies 64 94 0 07 Feb 2011
Hierarchical models in statistical inverse problems and the Mumford--Shah functional T. Helin Matti Lassas 79 30 0 24 Aug 2009
On infinite-dimensional hierarchical probability models in statistical inverse problems T. Helin 66 15 0 30 Jul 2009