Statistical Significance for MDD

From Vincents CV Wiki
Revision as of 06:11, 31 October 2016 by Vincent (talk | contribs) (Created page with "This formula helps you calculate the statistical significance of the difference between two sample groups. <pre>Mc +n.Ec = Mv - n.Ev n(Ec+Ev)=(Mv - Mc) n=(Mv - Mc)/(Ec+Ev) wh...")

(diff) ← Older revision | Latest revision (diff) | Newer revision → (diff)
Jump to: navigation, search

This formula helps you calculate the statistical significance of the difference between two sample groups.

Mc +n.Ec = Mv - n.Ev
n(Ec+Ev)=(Mv - Mc)
n=(Mv - Mc)/(Ec+Ev)
where
M is the mean
E is the std error of the mean (ie the std dev/sqrt(sample size))
c is for the control
v is for the variant
n is the number of std error from the mean between the control and the variant.

You should then calculate the area under the Gaussian curve for -infinity to n, which is 0.5 + area between 0 to n which is erf(n)