The paper establishes conservative frequentist coverage for Bayes credible intervals in nonlinear inverse problems with Gaussian priors under specified conditions, illustrated via an elliptic Darcy flow problem.
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Frequentist Coverage of Bayes Posteriors in Nonlinear Inverse Problems with Gaussian Priors
The paper establishes conservative frequentist coverage for Bayes credible intervals in nonlinear inverse problems with Gaussian priors under specified conditions, illustrated via an elliptic Darcy flow problem.