Well-posed Bayesian Inverse Problems: Priors with Exponential Tails

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Well-posed Bayesian Inverse Problems: Priors with Exponential Tails

9 April 2016

Bamdad Hosseini

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Papers citing "Well-posed Bayesian Inverse Problems: Priors with Exponential Tails"

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Title
Cauchy Markov Random Field Priors for Bayesian Inversion Neil K. Chada L. Roininen Jarkko Suuronen 43 24 0 26 May 2021
On the Local Lipschitz Stability of Bayesian Inverse Problems Björn Sprungk 25 0 0 17 Jun 2019
On the well-posedness of Bayesian inverse problems J. Latz 108 49 0 26 Feb 2019
Spectral gaps and error estimates for infinite-dimensional Metropolis-Hastings with non-Gaussian priors Bamdad Hosseini J. Johndrow 71 8 0 30 Sep 2018
Random forward models and log-likelihoods in Bayesian inverse problems H. Lie T. Sullivan A. Teckentrup 81 19 0 15 Dec 2017
A-optimal encoding weights for nonlinear inverse problems, with applications to the Helmholtz inverse problem B. Crestel A. Alexanderian G. Stadler Omar Ghattas 137 31 0 07 Dec 2016
Well-posed Bayesian Inverse Problems with Infinitely-Divisible and Heavy-Tailed Prior Measures Bamdad Hosseini 90 34 0 23 Sep 2016
Well-posed Bayesian inverse problems and heavy-tailed stable quasi-Banach space priors T. Sullivan 82 41 0 19 May 2016