Computational bayesian statistics an introduction M Antonia Amaral Turkman, Carlos Daniel Paulino and Peter Muller
Material type: TextLanguage: English Series: Textbooks with ISBAPublication details: Cambridge Cambridge University Press 2019Description: xi, 243 pages 22 cmContent type:- text
- unmediated
- volume
- 9781108703741
- QA279.5 TUR
Item type | Current library | Call number | Copy number | Status | Date due | Barcode | |
---|---|---|---|---|---|---|---|
Book | Main Library Open Shelf | QA279.5 TUR (Browse shelf(Opens below)) | 147359 | Available | BK134138 | ||
Core Collection | Main Library Core Collection | QA279.5 TUR (Browse shelf(Opens below)) | 147234 | Available | BK133988 |
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QA279 ROB A student's guide to analysis of variance | QA279 STR Generalized linear mixed models: | QA279.4 GIL Making better decisions : | QA279.5 TUR Computational bayesian statistics an introduction | QA280 AGU Time series data analysis using eviews | QA280 AGU Time series data analysis using eviews | QA280 AGU Time series data analysis using eviews |
Includes an index.
1. Bayesian inference; 2. Representation of prior information; 3. Bayesian inference in basic problems; 4. Inference by Monte Carlo methods; 5. Model assessment; 6. Markov chain Monte Carlo methods; 7. Model selection and transdimensional MCMC; 8. Methods based on analytic approximations; 9. Software
Meaningful use of advanced Bayesian methods requires a good understanding of the fundamentals. This engaging book explains the ideas that underpin the construction and analysis of Bayesian models, with particular focus on computational methods and schemes. The unique features of the text are the extensive discussion of available software packages combined with a brief but complete and mathematically rigorous introduction to Bayesian inference. The text introduces Monte Carlo methods, Markov chain Monte Carlo methods, and Bayesian software, with additional material on model validation and comparison, transdimensional MCMC, and conditionally Gaussian models. The inclusion of problems makes the book suitable as a textbook for a first graduate-level course in Bayesian computation with a focus on Monte Carlo methods. The extensive discussion of Bayesian software - R/R-INLA, OpenBUGS, JAGS, STAN, and BayesX - makes it useful also for researchers and graduate students from beyond statistics
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