Well-posed Bayesian Inverse Problems with Infinitely-Divisible and Heavy-Tailed Prior Measures

23 September 2016

Papers citing "Well-posed Bayesian Inverse Problems with Infinitely-Divisible and Heavy-Tailed Prior Measures"

5 / 5 papers shown

Title
Conditional Generative Models are Provably Robust: Pointwise Guarantees for Bayesian Inverse Problems Fabian Altekrüger Paul Hagemann Gabriele Steidl TPM 26 9 0 28 Mar 2023
Γ-convergence of Onsager-Machlup functionals. Part I: With applications to maximum a posteriori estimation in Bayesian inverse problems Birzhan Ayanbayev I. Klebanov H. Lie T. Sullivan 8 13 0 10 Aug 2021
A hybrid Gibbs sampler for edge-preserving tomographic reconstruction with uncertain view angles Felipe Uribe Johnathan M. Bardsley Yiqiu Dong P. Hansen N. A. B. Riis 16 10 0 14 Apr 2021
On the well-posedness of Bayesian inverse problems J. Latz 14 48 0 26 Feb 2019
Cauchy difference priors for edge-preserving Bayesian inversion with an application to X-ray tomography M. Markkanen L. Roininen Janne M. J. Huttunen Sari Lasanen 38 32 0 19 Mar 2016