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On log-concave approximations of high-dimensional posterior measures and
  stability properties in non-linear inverse problems
v1v2 (latest)

On log-concave approximations of high-dimensional posterior measures and stability properties in non-linear inverse problems

17 May 2021
Jan Bohr
Richard Nickl
ArXiv (abs)PDFHTML

Papers citing "On log-concave approximations of high-dimensional posterior measures and stability properties in non-linear inverse problems"

4 / 4 papers shown
Title
On posterior consistency of data assimilation with Gaussian process
  priors: the 2D Navier-Stokes equations
On posterior consistency of data assimilation with Gaussian process priors: the 2D Navier-Stokes equations
Richard Nickl
E. Titi
37
8
0
16 Jul 2023
Consistent inference for diffusions from low frequency measurements
Consistent inference for diffusions from low frequency measurements
Richard Nickl
57
8
0
24 Oct 2022
On free energy barriers in Gaussian priors and failure of cold start
  MCMC for high-dimensional unimodal distributions
On free energy barriers in Gaussian priors and failure of cold start MCMC for high-dimensional unimodal distributions
Afonso S. Bandeira
Antoine Maillard
Richard Nickl
Sven Wang
83
10
0
05 Sep 2022
A Bernstein--von-Mises theorem for the Calderón problem with piecewise
  constant conductivities
A Bernstein--von-Mises theorem for the Calderón problem with piecewise constant conductivities
Jan Bohr
57
2
0
16 Jun 2022
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