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Generalized Additive Models: An Introduction with R (Chapman & Hall/CRC Texts in Statistical Science)

Customer Reviews:

Excellent introduction to R

By Anonymous statman - May 29, 2008

The author has made a great job on making GAM accessible to a wide audience through his exposition in this work. The clear (not detailed) presentation of generalized additive models should be very helpful to many searching for models more flexible than a parametric model. The good intuitive explanations are complemented with good examples to cover the theory and the computation. As much as I would like to give the book 5 stars, I find some flaws in the book which could catch the inexperienced off balance.
- The PQL algorithm used for fitting GAMM has been brought into question before, especially for binary data where the resulting variance component parameter estimates are highly biased (see for example Breslow's Whither PQL?) to the point that many do not recommend using PQL for binary data (you can use a Bayesian model instead in this case). The book makes no mention of this and only focuses on the diagnostics of binary data. I believe this issue should be brought up with at... read more

additive models are powerful statistical tools

By Michael R. Chernick "statman31147" - November 11, 2008

Since the excellent original text on generalized additive models by Hastie and Tibshirani, I know of no other major statistical text devoted to this important topic. This book provides a lucid description of the methods and applications of generalized additive models (GAMs) and related advanced methods such as generalized linear models. It is of course more up-to-date than the Hastie-Tibshirani text and is more detailed. It also has the nice feature of providing an introduction to R programming and it illustrates the application of GAMs using R.

Really Good

By Edward Hess - July 7, 2009

This text is clearly written and provides a lot of practical examples in R. It also provides a nice buildup to GAMs providing both theoretical and applied background in linear models, generalized linear models, and mixed models. It also includes a nice collection of illustrations to help aid understanding. At my level (I'm pursuing a Master's in Biostatistics) this has been very useful, and has helped to tie things together. This easily ranks among the best math texts I've encountered. Anyway, kudos to the author.

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