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Exact sampling for intractable probability distributions via a Bernoulli
  factory
v1v2 (latest)

Exact sampling for intractable probability distributions via a Bernoulli factory

16 December 2010
James M. Flegal
Radu Herbei
ArXiv (abs)PDFHTML

Papers citing "Exact sampling for intractable probability distributions via a Bernoulli factory"

9 / 9 papers shown
Title
Couplings of the Random-Walk Metropolis algorithm
Couplings of the Random-Walk Metropolis algorithm
J. O'Leary
38
3
0
02 Feb 2021
Metropolis-Hastings transition kernel couplings
Metropolis-Hastings transition kernel couplings
J. O'Leary
Guanyang Wang
100
6
0
31 Jan 2021
From the Bernoulli Factory to a Dice Enterprise via Perfect Sampling of
  Markov Chains
From the Bernoulli Factory to a Dice Enterprise via Perfect Sampling of Markov Chains
Giulio Morina
Krzysztof Latuszynski
P. Nayar
Alex Wendland
61
9
0
19 Dec 2019
Analyzing MCMC Output
Analyzing MCMC Output
Dootika Vats
Nathan Robertson
James M. Flegal
Galin L. Jones
56
1
0
26 Jul 2019
Gibbs posterior convergence and the thermodynamic formalism
Gibbs posterior convergence and the thermodynamic formalism
K. Mcgoff
S. Mukherjee
A. Nobel
81
10
0
24 Jan 2019
Barker's algorithm for Bayesian inference with intractable likelihoods
Barker's algorithm for Bayesian inference with intractable likelihoods
F. Gonccalves
K. Latuszyñski
Gareth O. Roberts
129
10
0
22 Sep 2017
Unbiased Markov chain Monte Carlo with couplings
Unbiased Markov chain Monte Carlo with couplings
Pierre E. Jacob
J. O'Leary
Yves F. Atchadé
136
73
0
11 Aug 2017
Perfect simulation using atomic regeneration with application to
  Sequential Monte Carlo
Perfect simulation using atomic regeneration with application to Sequential Monte Carlo
Anthony Lee
Arnaud Doucet
K. Latuszyñski
129
15
0
22 Jul 2014
On nonnegative unbiased estimators
On nonnegative unbiased estimators
Pierre E. Jacob
Alexandre Hoang Thiery
177
67
0
25 Sep 2013
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