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Explicit Constraints on the Geometric Rate of Convergence of Random Walk Metropolis-Hastings

Explicit Constraints on the Geometric Rate of Convergence of Random Walk Metropolis-Hastings

Riddhiman Bhattacharya
Galin L. Jones
ArXiv (abs)PDFHTML

Papers citing "Explicit Constraints on the Geometric Rate of Convergence of Random Walk Metropolis-Hastings"

5 / 5 papers shown
Title
Geometric Ergodicity in Modified Variations of Riemannian Manifold and Lagrangian Monte Carlo
Geometric Ergodicity in Modified Variations of Riemannian Manifold and Lagrangian Monte Carlo
James A. Brofos
Vivekananda Roy
Roy R. Lederman
38
3
0
04 Jan 2023
Explicit convergence bounds for Metropolis Markov chains: isoperimetry, spectral gaps and profiles
Explicit convergence bounds for Metropolis Markov chains: isoperimetry, spectral gaps and profiles
Christophe Andrieu
Anthony Lee
Samuel Power
Andi Q. Wang
43
23
0
16 Nov 2022
Dimension-free Mixing for High-dimensional Bayesian Variable Selection
Dimension-free Mixing for High-dimensional Bayesian Variable Selection
Quan Zhou
Jun Yang
Dootika Vats
Gareth O. Roberts
Jeffrey S. Rosenthal
47
26
0
12 May 2021
MCMC using Hamiltonian dynamics
MCMC using Hamiltonian dynamics
Radford M. Neal
292
3,279
0
09 Jun 2012
Component-Wise Markov Chain Monte Carlo: Uniform and Geometric Ergodicity under Mixing and Composition
Component-Wise Markov Chain Monte Carlo: Uniform and Geometric Ergodicity under Mixing and Composition
Alicia A. Johnson
Galin L. Jones
R. Neath
151
67
0
04 Mar 2009

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