dear monks;
i have to deal with numeric limits in perl. not exactly of the size npiazza deals with, but i need to know my machine accuracy. it's knowledge is crucial in order to eventually trust the computed data. :)
i've come up with this rapid one-liner:
perl -e '$eps=1;while(1<1+$eps){$eps/=2;}print "$eps\n"'
please tell me if my assumption are nuts. on a debian x86 and alpha i get: 1.11022302462516e-16
number that is found on various googled site in relation with the "NAG Fortran Library" and its precesion (example).
e~(N)^(1/2)*eps
where eps would be the machine accuracy. N the number of multiplications. e would result in the supposed mean fault
thx for your advice maksl
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