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Bayesian Core: A Practical Approach to Computational Bayesian Statistics (Springer Texts in Statistics) | 
enlarge | Authors: Jean-michel Marin, Christian P. Robert Publisher: Springer Category: Book
List Price: $74.95 Buy New: $48.85 You Save: $26.10 (35%)
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Rating: 1 reviews Sales Rank: 113089
Media: Hardcover Edition: 1st Pages: 258 Number Of Items: 1 Shipping Weight (lbs): 0.7 Dimensions (in): 9.3 x 6 x 0.7
ISBN: 0387389792 Dewey Decimal Number: 519.542 EAN: 9780387389790
Publication Date: February 2, 2007 Availability: Usually ships in 1-2 business days Shipping: Expedited shipping available Condition: BRAND NEW NEVER USED IN STOCK 125,000+ HAPPY CUSTOMERS SHIP EVERY DAY WITH FREE TRACKING NUMBER
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Product Description
This Bayesian modeling book is intended for practitioners and applied statisticians looking for a self-contained entry to computational Bayesian statistics. Focusing on standard statistical models and backed up by discussed real datasets available from the book website, it provides an operational methodology for conducting Bayesian inference, rather than focusing on its theoretical justifications. Special attention is paid to the derivation of prior distributions in each case and specific reference solutions are given for each of the models. Similarly, computational details are worked out to lead the reader towards an effective programming of the methods given in the book. While R programs are provided on the book website and R hints are given in the computational sections of the book, The Bayesian Core requires no knowledge of the R language and it can be read and used with any other programming language. The Bayesian Core can be used as a textbook at both undergraduate and graduate levels, as exemplified by courses given at Universite Paris Dauphine (France), University of Canterbury (New Zealand), and University of British Columbia (Canada). It serves as a unique textbook for a service course for scientists aiming at analyzing data the Bayesian way as well as an introductory course on Bayesian statistics. The prerequisites for the book are a basic knowledge of probability theory and of statistics. Methodological and data-based exercises are included within the main text and students are expected to solve them as they read the book. Those exercises can obviously serve as assignments, as was done in the above courses. Datasets, R codes and course slides all are available on the book website.
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| Customer Reviews:
A poor approach to Bayesian Statistics December 3, 2008 A. L. H. Mayne There are many first rate texts on Bayesian statistics. Unfortunately Bayesian Core is not one of them. The blurb on the back cover says that "this...book is intended for practitioners and applied statisticians looking for a self-contained entry to computational Bayesian statistics". The book is not "self-contained" and is not the "practical approach" referred to in the title. The authors give themselves away in the "Prerequisites and Further Reading" on page 3 where they state that "This being a textbook about statistical modeling, the students are supposed to have a background in both probability and statistics". So this is a text book for students after all (and not for practitioners) and don't expect expect any statistical theory. In fact far from being a practical book for practitioners and statisticians it is a compulsory setwork for the authors' hapless students with compulsory exercises. The book is a concatenation of exercises with no hints or answers, interspersed with formulae with little or no discussion, very few worked examples and no theorems. In contrast to this, four excellent texts for students and practitioners are, W M Bolstad's "Introduction to Bayesian Statistics" (basic), T L Leonard and J S J Hsu's "Bayesian Methods" (reasonably advanced), J Albert's "Bayesian Computation with R" (using R language) and J Gill's "Bayesian Methods" (social science approach). To highlight some of Bayesian Core's considerable shortcomings we can compare some entries with those in the above books. For example, conjugacy is mentioned in exercise 2.10 on page 22 with no discussion. Bolstead on the other hand provides considerable discussion on conjugate distributions with many practical examples and detailed implications with examples of using improper priors. The Jeffreys-Lindley paradox on page 33 of Bayesian Core is not explained and Jeffrey's prior has a terse and unhelpful half page entry on page 34. Leonard and Hsu on the other hand provide a full discussion of Jeffrey's prior, its historical antecedents, theory, several worked examples as well as an interesting worked example on Lindley's Paradox. On page 36 of Bayesian Core, the authors say "The implementation of the Monte Carlo method is straightforward" and the next six pages of poor discussion and two impenetrable examples bear testimony to this cop-out. Compare this with Albert's superb chapter 6 on MCMC methods. Bayesian Core's almost incomprehensible entry for the Gibb's Sampler from page 72 to page 84 is in stark contrast with Gill's chapter 9 on the basics of MCMC. Here there is full discussion with very helpful examples. I am surprised that Springer published Bayesian Core. From every point of view this book is a disaster and deserves zero stars. I think the authors have pulled off a huge con-job.
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