Reference Texts
We will follow use Statistical
Analysis and Data Display by Richard
Heiberger and Burt Holland. as a primary text this semester, with supplemental
readings/handouts on Bayesian inference. Online
files and errata from
HH.
I also suggest a book for learning R.
- An
Introduction to R (PDF file at CRAN), based on the
former "Notes
on R", gives an introduction to the language and how to use R for doing
statistical analysis and graphics. You may print out the pdf file or
view the contents online. Paper back available at Amazon.
- Data Analysis
and Graphics Using R by J. Maindonald and J. Braun. Introduction
to modelling and computing in R covers more advanced statisical modeling
than An Introduction to R.
- Modern Applied Statistics
with S by Venables and Ripley. Programming and statistical modeling
in both R and S-Plus.
For datasets and statistical analyses with more interpretation,
I recommend:
You may want to purchase a book on Bayesian inference. Here are three of varying
degrees of difficulty::
- Introduction
to Bayesian Statistics by William Bolstad. Covers introductory
statistics from a Bayesian perspective. Covers normal, binomial, two-sample
problems up to simple linear regression. Useful background material to
supplement course notes.
- Applied Bayesian Modelling by Peter
Congdon published by Wiley. This provides an introduction to applied Bayesian
modelling and is companion book to Congdon's Bayesian Statistical Modeling
(Wiley 2001). Useful as a reference for more advanced modelling beyond the
scope of this course.
- Bayesian Data Analysis by Andrew Gelman,
John B Carlin, Hal S Stern and Don B Rubin, published by CRC Press. This
provides an introduction to Bayesian analysis, and continues with more advanced
statistical modelling that goes beyond the scope of this course, but it is
another excellent text for both statistical modelling and applications, is
full of good reading on concepts, and has many examples. This is now in the
second edition.
- The BUGS website has many examples for Bayesian analysis using winbugs.
- List of probability distributions and updating expressions
for prior/posteriors (will be updated as we go along)
There are many introductory statistics texts that cover essentially the same
range of basic probability theory and statistical models and methods. A couple
of really good ones you might consult from time to time are noted below. In
addition, a lot of relevant material at an introductory level is available in
some of the notes -- much won't be explictly covered, but you should find lots
of the material there useful and it is easy to browse.
- Statistics
by Michael Lavine (pdf pre-print of around 250 pages) This is used in the
corequisite class STA213.
We will refer to these notes for more theoretical bacground to supplement
material the The Statistical Sleuth
- Statistical Inference
by George Casella and Roger Berger. This is used in STA213. We will
refer to it from time to time for basic distribution theory and classical
inference (recommended, if you do not already have a copy, but other basic
probability and statistics texts can be substituted.)
-
It is strongly recommended that you purchase a reference book LaTeX. Some suggestions
are:
- LATEX: A Document Preparation
System -- User's Guide and Reference Manual by Leslie Lamport,
published by Addison-Wesley. 2nd Edition. This is my favorite, but many other
LaTeX guides are equally good and are essentially exchangeable. For example,
- The LaTeX Companion
by M Goossens, F Mittelbach and A Samarin, published by Addison-Wesley.
I use this one too
- A Guide to LaTeX -- Document
Preparation for Beginners and Advanced Users by H. Kopka
and P. Daly, published by Addison-Wesley. Another popular guide to LaTeX.
- Math into LaTeX -- An Introduction
to LaTeX and AMS-LaTeX by George Gratzer, published by
Birkhauser. Still yet another LaTeX book.
Check the computing page for additional links
to support material on unix, using emacs with LaTeX ,R, and S-Plus, plus other
infomations for running R, S-Plus, etc.
Updated
August 22, 2004