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A person could also obtain definitions of these transformations with no multiplicative constant $one/2$ (the equations with the variance need to then be multiplied by $4$). Considering that the $1/2$ is just a relentless, it doesn't make a difference which definition one particular makes use of (as long as just one employs the correct equation for your sampling variance). The metafor offer makes use of the definitions specified earlier mentioned, to ensure values attained with the arcsine square-root (angular) transformation (evaluate="PAS") and from the Freeman-Tukey double arcsine transformation (measure="PFT") are approximately of exactly the same magnitude (with no $one/2$ multiplier, PFT values would be about twice as big).
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