Read online: Stability of Markov Chain Monte Carlo Methods by Kengo Kamatani

16 November 2025

Views: 24

Book Stability of Markov Chain Monte Carlo Methods PDF Download - Kengo Kamatani

Download ebook ➡ http://ebooksharez.info/pl/book/764578/1415

Stability of Markov Chain Monte Carlo Methods
Kengo Kamatani
Page: 104
Format: pdf, ePub, mobi, fb2
ISBN: 9784431552567
Publisher: Springer Japan

Download or Read Online Stability of Markov Chain Monte Carlo Methods Free Book (PDF ePub Mobi) by Kengo Kamatani
Stability of Markov Chain Monte Carlo Methods Kengo Kamatani PDF, Stability of Markov Chain Monte Carlo Methods Kengo Kamatani Epub, Stability of Markov Chain Monte Carlo Methods Kengo Kamatani Read Online, Stability of Markov Chain Monte Carlo Methods Kengo Kamatani Audiobook, Stability of Markov Chain Monte Carlo Methods Kengo Kamatani VK, Stability of Markov Chain Monte Carlo Methods Kengo Kamatani Kindle, Stability of Markov Chain Monte Carlo Methods Kengo Kamatani Epub VK, Stability of Markov Chain Monte Carlo Methods Kengo Kamatani Free Download

Overview
This book presents modern techniques for the analysis of Markov chain Monte Carlo (MCMC) methods. A central focus is the study of the number of iteration of MCMC and the relation to some indices, such as the number of observation, or the number of dimension of the parameter space. The approach in this book is based on the theory of convergence of probability measures for two kinds of randomness: observation randomness and simulation randomness. This method provides in particular the optimal bounds for the random walk Metropolis algorithm and useful asymptotic information on the data augmentation algorithm. Applications are given to the Bayesian mixture model, the cumulative probit model, and to some other categorical models. This approach yields new subjects, such as the degeneracy problem and optimal rate problem of MCMC. Containing asymptotic results of MCMC under a Bayesian statistical point of view, this volume will be useful to practical and theoretical researchers and to graduatestudents in the field of statistical computing.

Share