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Doing Bayesian Data Analysis: A Tutorial with R and BUGS
 
 
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Doing Bayesian Data Analysis: A Tutorial with R and BUGS [Hardcover]

John K. Kruschke

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John K. Kruschke
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Review

"I think it fills a gaping hole in what is currently available, and will serve to create its own market as researchers and their students transition towards the routine application of Bayesian statistical methods." -Prof. Michael lee, University of California, Irvine, and president of the Society for Mathematical Psychology "Kruschke's text covers a much broader range of traditional experimental designs.has the potential to change the way most cognitive scientists and experimental psychologists approach the planning and analysis of their experiments" -Prof. Geoffrey Iverson, University of California, Irvine, and past president of the Society for Mathematical Psychology "John Kruschke has written a book on Statistics. It's better than others for reasons stylistic. It also is better because itis Bayesian. To find out why, buy it -- it's truly amazin'!"-James L. (Jay) McClelland, Lucie Stern Professor & Chair, Dept. Of Psychology, Standford University "In a December article in The New Yorker, Jonah Lehrer pointed out that some phenomena in the psychology literature are not always repeatable. One reason for this failure to replicate results comes from the kinds of statistics often used in Psychology. We use a procedure called Null Hypothesis Testing that was developed over 100 years ago. More recently, statisticians and psychologists have been working to create a new form of statistical testing based on Bayesian statistics. These methods may help us to avoid publishing studies that are not likely to replicate. John Kruschke published a nice tutorial on how to use these methods." -2010's top ten advances in psychology on Psychology Today's blog "The intended audience for this book is a first-year graduate student or advanced undergraduate in the social or biological sciences, but one whose mathematical background is sufficient for them to not be put off by occasional references to calculus. Kruschke also provides a comprehensive solution manual for the exercises in each chapter. He says he has worked on his book for six years and it shows, not least because it has few typographical errors and is well-presented. In summary, this book has several features that could make it preferable to its competitors.it is impressive that Kruschke is able to quickly bring readers up to speed on techniques such as robust regression and repeated-measures regression that would be considered "advanced" in the conventional NHST curriculum. His extensions from linear regression to logistic, ordinal probit and Poisson regression are very clearly articulated and will outfit students with a very adaptable statistical toolbox. This is the best introductory textbook on Bayesian MCMC techniques I have read, and the most suitable for psychology students. It fills a gap I described in my recent review of six other introductory Bayesian method texts (Smithson, 2010). I look forward to using it in my own teaching, and I recommend it to anyone wishing to introduce graduate or advanced undergraduate students to the emerging Bayesian revolution."--Journal of Mathematical Psychology "In sum, this is a new kind of textbook to teach a kind of statistical analysis that will be new to its audience. It uses a tutorial approach and instills in its students the tools of the trade: coding, debugging, simulating, and plotting. Though some will surely look down on its folksy tone, its extended analogies and cautious commenting, these measures will probably do much more good than harm. The text has the potential to change the methodological toolbox of a new generation of social scientists, bringing them up to a level of computation, modeling, and analysis that they might not have thought to be within their grasp. Where past approaches to teaching statistics to those in psychology and economics have not lead to widespread insight, this tutorial approach might."--Journal of Economic Psychology "I would describe this book as revolutionary, at least in the context of psychology. It is, to my knowledge, the first book of its kind in this field to provide a general introduction to exclusively Bayesian statistical methods. In addition, it does so almost entirely by way of Monte Carlo simulation methods. While reasonable minds may disagree, it is arguable that both the general Bayesian framework advocated here, and the heavy use of Monte Carlo simulations, are destined to be the future of all data-analysis, whether in psychology or elsewhere.the ideas and methods presented here will eventually be seen as the foundations for new approaches to statistics that will become commonplace in the near future."--British Journal of Mathematical and Statistical Psychology "There are quite a few books on Bayesian statistics, but what makes Doing Bayesian Data Analysis: A Tutorial With R and BUGS stand out for me is the author's focus of the book-writing for real people with real data. From the very first chapter, the engaging writing style will get readers excited about this topic, a comment one can rarely make about statistical books. Clearly a master teacher, the author, John Kruschke, uses plain language to explain complex ideas and concepts. A comprehensive website is associated with the book and provides program codes, examples, data, and solutions to the exercises. If the book is used to teach a statistics course, this set of materials will be necessary and helpful for students as they go through the materials in the book step by step."--PsycCritiques

Product Description

There is an explosion of interest in Bayesian statistics, primarily because recently created computational methods have finally made Bayesian analysis obtainable to a wide audience. "Doing Bayesian Data Analysis: A Tutorial Introduction with R and BUGS" provides an accessible approach to Bayesian data analysis, as material is explained clearly with concrete examples. The book begins with the basics, including essential concepts of probability and random sampling, and gradually progresses to advanced hierarchical modeling methods for realistic data. The text delivers comprehensive coverage of all scenarios addressed by non-Bayesian textbooks - t-tests, analysis of variance (ANOVA) and comparisons in ANOVA, multiple regression, and chi-square (contingency table analysis). This book is intended for first year graduate students or advanced undergraduates. It provides a bridge between undergraduate training and modern Bayesian methods for data analysis, which is becoming the accepted research standard. Prerequisite is knowledge of algebra and basic calculus. Free software now includes programs in JAGS, which runs on Macintosh, Linux, and Windows. Author's website includes: the basics of essential concepts of probability and random sampling; examples with R programming language and BUGS software; comprehensive coverage of all scenarios addressed by non-bayesian textbooks; t-tests, analysis of variance (ANOVA) and comparisons in ANOVA, multiple regression, and chi-square (contingency table analysis); coverage of experiment planning; R and BUGS computer programming code on website; and, exercises have explicit purposes and guidelines for accomplishment.

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Amazon.com:  16 reviews
44 of 44 people found the following review helpful
Best of the rest 12 May 2011
By Joseph Hilbe - Published on Amazon.com
Format:Hardcover
I have reviewed a number of statistics texts for academic journals over the years, and have authored published reviews of some six books specifically devoted to Bayesian analysis. I consider John Kruschke's "Doing Bayesian Data Analysis" to be the best text available for learning this branch of statistics.

Learning how to craft meaningful statistical tests and models based on Bayesian methods is not an easy task. Nor is it an easy task to write a comprehensive basic text on the subject -- one that actually guides the reader through the various Bayesian concepts and mathematical operations so that they have a solid working ability to develop their own Bayesian-based analyses.

There are now quite a few texts to choose from in this area, and some are quite good. But Kruschke's text, in my opinion, is the most useful one available. It is very well written, the concepts unique to the Bayesian approach are clearly presented, and there is an excellent instructors manual for professors who have adopted the book for their classes. Kruschke uses R and WinBUGS for showing examples of the methods he describes, and provides all of the code so that the reader can adapt the methods for their own projects.

"Doing Bayesian Data Analysis" is not just an excellent text for the classroom, but also -- and I think foremost -- it is just the text one would want to work through in order to learn how to employ Bayesian methods for oneself.

Joseph Hilbe
28 of 29 people found the following review helpful
A Much Needed Textbook! 20 Dec 2010
By K. Albarado - Published on Amazon.com
Format:Hardcover
Finally, there's a textbook that makes Bayesian methods understandable and easy to use without requiring the reader to have an expert understanding of mathematics or programming.

The enjoyable writing style, practical explanations, and careful instruction really make Bayesian methods available to a broad audience. Kruschke has provided a much needed textbook for students of psychology and cognitive science or really anyone interested in learning how to use Bayesian methods for data analysis.

The statistical methods presented in this text are grounded within a critical discussion of experimental design providing a concrete understanding of their practical applications. An added bonus with this text is the introduction and tutorial it provides to using R and BUGS. All things considered, this textbook is an asset to any student looking to do behavioral research.
21 of 22 people found the following review helpful
Excellent introduction to build foundational knowledge and confidence 6 May 2011
By Sitting in Seattle - Published on Amazon.com
Format:Hardcover|Amazon Verified Purchase
I highly recommend this book to two audiences: (a) instructors looking to construct a strong course on "introduction to social science statistics" from a Bayesian perspective; and (b) social science researchers who have been educated in a classical framework and wish to learn the foundational knowledge of a Bayesian approach, without a refresher in differential calculus. (I expect it would also of interest to many physical science and engineering researchers whose methods are not highly divergent from social science (e.g., biologists, operations engineers) but I can't speak authoritatively about that.)

I'm a practicing social science researcher and have wanted for years to learn Bayesian methods deeply - I've used them in applied settings but without complete understanding. My quest to learn Bayesian methods more rigorously has been persistently stymied by texts that demand analytic solutions to prior/posterior estimation, that are excruciatingly focused on specific problems with little attention to generalization, or that skip huge areas of exposition to leap from a toy problem to a complex one with little clue of the path between them. Dr. Kruschke's text avoids all of those problems. It is remarkable for building intuition from basic principles, for avoiding page-after-page of integrals, and for having extremely clear application.

The book starts by laying out the core intuitions of Bayes's rule - instead of merely stating it (and don't we all think we know it by now?), it leads the reader through some applied examples with frequency tables. Simple? Yes; but also valuable to force oneself through. It then builds upon this knowledge systematically, going through the requisite coin toss examples - but unlike most texts, connecting them clearly to real-world examples of binomial problems. And it proceeds from there, ending up with Bayesian versions of ANOVA-type problems and logistic regression.

There are two other salient and important features of the book. First, the exercises are particularly well-chosen to reinforce the key points and demonstrate applications. I strongly recommend to work your way through them. In my case, for instance, they forced me to confront understanding of things like the "prior likelihood of the data" - a core concept that I thought I understood but really didn't until I had to solve some actual problems.

Second, the book is closely linked to the R statistics environment - surely the most popular tool used by Bayesian statisticians - and has sample programs that are illustrative, useful, and actually work. If you do Bayesian work, you're probably going to use R, and these examples will help immensely to build the set of tools you'll need.

Finally, and just to make clear, I have a disrecommendation for one audience: if you're looking for a highly mathematical treatment of Bayesian methods, it is not the right book. It is a didactic text, not a reference manual or set of derivations.

Good luck to you as a reader, and thank you to the author!

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