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Gibbs posterior convergence and the thermodynamic formalism

Gibbs posterior convergence and the thermodynamic formalism

24 January 2019
K. Mcgoff
S. Mukherjee
A. Nobel
ArXiv (abs)PDFHTML

Papers citing "Gibbs posterior convergence and the thermodynamic formalism"

5 / 5 papers shown
Title
Meta-Posterior Consistency for the Bayesian Inference of Metastable System
Meta-Posterior Consistency for the Bayesian Inference of Metastable System
Zachary P Adams
Sayan Mukherjee
60
0
0
03 Aug 2024
Dynamical hypothesis tests and Decision Theory for Gibbs distributions
Dynamical hypothesis tests and Decision Theory for Gibbs distributions
M. Denker
A. Lopes
Silvia R.C. Lopes
54
2
0
01 Dec 2021
Estimation of Stationary Optimal Transport Plans
Estimation of Stationary Optimal Transport Plans
Kevin O'Connor
K. Mcgoff
A. Nobel
OT
64
3
0
25 Jul 2021
Decision Theory and Large Deviations for Dynamical Hypotheses Tests:
  Neyman-Pearson, Min-Max and Bayesian Tests
Decision Theory and Large Deviations for Dynamical Hypotheses Tests: Neyman-Pearson, Min-Max and Bayesian Tests
Hermes H. Ferreira
A. Lopes
Silvia R.C. Lopes
31
4
0
20 Jan 2021
Bayes posterior convergence for loss functions via almost additive
  Thermodynamic Formalism
Bayes posterior convergence for loss functions via almost additive Thermodynamic Formalism
A. Lopes
Silvia R.C. Lopes
P. Varandas
44
7
0
10 Dec 2020
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