Rajarshi Guha wrote:

Hi,
  I'm working with the ks.test() function and I have also implemented
the test using Conover as the reference. My D value matches that
produced by R. However to calculate the p value I am using the code
described in Numerical Recipes in C++ (2nd Ed.) pg 631.

The p value produced by the NRC code is generally larger than that
produced by R by a factor of 10. Currently I am not in a position to
download the R source and look at it - lack of space :(

Cannot believe: Lack of *_space_*???



has anybody used the NRC code? The text mentions that it calculates the
sum

Q(L) = 2 \sum^{-\infty}_{j=1} (-1)^(j-1) \exp^{-2 j^2 L^2}

and the value of L is given by

[ sqrt(n) + 0.12 + 0.11 / sqrt(n) ] * D

where n = n1*n2/(n1+n2) .. n1, n2 are lengths of the vectors
and D is the calculated statistic.

Is this the same definition as used in R?


No. Since you have a working copy of R (obviously a binary version?), you only need the file ks.c. If that 3kB file won't flood your harddisk, I'll send it in a private message.

Uwe Ligges

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