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• Multiple Comparisons (Post Hoc Testing)
  ...more false discoveries to 0.05 we should conduct each test at the <math>1-\sqrt[21]{1 - 0.05}=0.00244</math> level of significance. ...te formula for doing this computation. The approximation is that <math>1-\sqrt[k]{1-\alpha} \approx \alpha/21</math>, and thus in our example, <math>\alph
  23 KB (3,496 words) - 00:33, 21 August 2023
• Standard Error
  ...rd error is the standard error of the mean which is computed as <math>s / \sqrt(n)</math>, were ''s'' is the [[Standard Deviation]] and ''n'' is the sample <math>2.763 / \sqrt(212 ) = 0.189763619 </math>
  2 KB (340 words) - 00:27, 21 August 2023
• Release Notes
  ...using (1 - R2)/sqrt(n - 1). This is not correct. It now is computed using sqrt((1-R2)/(n-2)). The statistical tests were using the correct formula, so no
  102 KB (14,331 words) - 04:36, 10 May 2024