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Handbook of Markov Chain Monte Carlo

This is the GitHub repo for the revised and expanded second edition of the Handbook of Markov Chain Monte Carlo. The second edition reflects the dramatic evolution of MCMC methods since the publication of the first edition. With the addition of two new editors, Radu V. Craiu and Dootika Vats, this comprehensive reference now offers deeper insights into the theoretical foundations and cutting-edge developments that are reshaping the field. Chapter details and available codes are available below.

Second Edition

Editors: Radu V. Caiu, Dootika Vats, Galin L. Jones, Steve Brooks, Andrew Gelman, Xiao-li Meng.

Table of contents for the Second Edition:

S.No. Chapter Name Authors(s) Code
1. Introduction to MCMC Charles J. Geyer
2. MCMC using Hamiltonian Dynamics Radford Neal
3. Optimising and Adapting Metropolis Algorithm Proposal Distributions Jeffrey S. Rosenthal
4. For how many iterations should we run Markov chain Monte Carlo? Charles C. Margossian, Andrew Gelman
5. Implementing MCMC: Multivariate estimation with confidence James M. Flegal, Rebecca P. Kurtz-Garcia
6. Importance Sampling, Simulated Tempering, and Umbrella Sampling Charles J. Geyer
7. Reversible jump Markov chain Monte Carlo and multi-model samplers Yanan Fan, Scott A. Sisson, Laurence Davies
8. Perfecting MCMC Sampling: Recipes and Reservations Radu V. Craiu, Xiao-Li Meng
9. The Data Augmentation Algorithm Vivekananda Roy, Kshitij Khare, James P. Hobert
10. Latent Gaussian Models and Computation for Large Spatial Data Murali Haran, John Hughes, Ben Seiyon Lee Code
11. Partially collapsed Gibbs sampling & path-adaptive Metropolis Hastings in high-energy astrophysics David A. van Dyk, Taeyoung Park, Hector McKimm
12. Posterior exploration for computationally intensive forward models Mikkel B. Lykkegaard, Colin Fox, Dave Higdon, C. Shane Reese, J. David Moulton
13. MCMC for State Space Models Paul Fearnhead Chris Sherlock
14. MCMC methods for multi-modal distributions Krzysztof Łatuszyński, Matthew T. Moores, Timothée Stumpf-Fétizon
15. Algorithms for Models with Intractable Normalizing Functions Murali Haran, Bokgyeong Kang, Jaewoo Park Code
16. Sacred and profane: from the involutive theory of MCMC to helpful Hamiltonian hacks Nathan E. Glatt-Holtz, Andrew J. Holbrook, Justin A. Krometis, Cecilia F. Mondaini, Ami Sheth Code
17. Unbiased Markov Chain Monte Carlo: what, why, and how Yves F. Atchadé, Pierre E. Jacob Code
18. Control Variates for MCMC Leah South, Matthew Sutton Code
19. Convergence Bounds for Monte Carlo Markov Chains Qian Qin
20. Perturbations of Markov Chains Daniel Rudolf, Aaron Smith, Matias Quiroz
21. Running Markov Chain Monte Carlo on Modern Hardware and Software Pavel Sountsov, Colin Carroll, Matthew D. Hoffman
22. Bayesian Computation in Deep Learning Wenlong Chen, Bolian Li, Ruqi Zhang, Yingzhen Li
23. MCMC-driven learning Alexandre Bouchard-Côté, Trevor Campbell, Geoff Pleiss, Nikola Surjanovic

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