For me, the classical reference for FET is:
@BOOK{Siegel56,
title = {Nonparametric Statistics for the Behavioral Sciences},
publisher = {McGraw-Hill},
year = {1956},
author = {Siegel, Sidney},
address = {New York}
}
Tom
Prof Brian Ripley wrote:
On Fri, 16 Oct 2009, Robin Hankin wrote:
Hi
fexact.c points you to the original ACM paper:
Well, you'll get a better idea from the help page as to the real
'original' source reference: the reference below is to a revised
version in a remark.
And indeed Agresti's book (first edition on the help page, also has a
2002 second edition) is a good source for the 'minutiae'.
/*
ALGORITHM 643, COLLECTED ALGORITHMS FROM ACM.
THIS WORK PUBLISHED IN TRANSACTIONS ON MATHEMATICAL SOFTWARE,
VOL. 19, NO. 4, DECEMBER, 1993, PP. 484-488.
---------------------------------------------------------
You may find the discussion in the vignette("fishervig")
in the aylmer package helpful.
HTH
Robin
Peter Dalgaard wrote:
Peng Yu wrote:
On Thu, Oct 15, 2009 at 4:19 PM, RICHARD M. HEIBERGER
<r...@temple.edu> wrote:
On Thu, Oct 15, 2009 at 4:56 PM, Peng Yu <pengyu...@gmail.com> wrote:
Can somebody point me a book on Fisher's exact test? I looked a few
webpages. But the descriptions on the webpages are not very
complete.
Is there a book on that covers all the aspect of Fisher's exact test
that is implemented in R?
Section 15.2 of my book (Statistical Analysis and Data Display, with
Burt Holland and published by Springer)
shows a detailed example.
It doesn't mention odd ratio.
The general idea of basing the inference on the noncentral
hypergeometric distribution is something I have first seen in
Breslow&Day's famous 1980 book on case-control studies, including
the fact that the conditional MLE differs from the ordinary OR. (I'm
sure there's an earlier reference, but I happened to be a grad
student when that book came out...)
The rest of what R does is "carbon copied" from similar procedures
for the binomial distribution. I wouldn't know what kind of book to
look for for that sort of minutiae. Alan Agresti is a possible source.
--
Robin K. S. Hankin
Uncertainty Analyst
University of Cambridge
19 Silver Street
Cambridge CB3 9EP
01223-764877
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