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Fisher test problem

<markleeds <at> verizon.net> writes:
For what it's worth, Fisher's exact test with alternative="greater"
(true odds ratio is > 1) does give 0.6273 in R. (Why does a one-tailed
test have to have p<=0.5?  The probability that a test statistic
is greater than some null-hypothesis value can be anywhere
between 0 and 1 ...) It is a 1-tailed test,
but (as has been pointed out) multiplying it by 2 without
truncating at 1 is wrong.

  Ben Bolker