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Jim, Steve, et al:
ACM algorithm 209 calculates the p value for a given Z score, it is written in Algol 60, it lists if x = 0 then z = 0. Could you get a zero in Algor 60 as a real? How big were the reals?
And we have the A M Murray to thank for the algorithm, the guy was prolific.
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The cumulative normal probability function is related to the error function by p(x) = [1+erf(z)]/2, where z = x/sqrt(2), and erf is the error function, which in turn is a Fortran intrinsic function.
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I needed the function to look at this data. Five years of FFT records, one per 8 seconds aggregated on the peaks.
This is why I dislike people who want to do research in a yr, or 3 years. Sometimes you have to wait to get the answers.
this is also why I like this site, there are some incredibly intelligent and useful people here.
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