Re: Difference of minfrac and minsamp in group function
Reply #2 –
Hi,
both minsamp and minfrac lead to a number of minimum samples where a peak
has to be present to become a group. minsamp has an advantage if you have
sampleclasses with different numbers of samples, and you want to "fix" the
number of samples required. The relevant code reads:
gcount >= classnum*minfrac & gcount >= minsamp
so both conditions are combined via logical AND.
Yours,
Steffen