Transformations of r, d, and t including Fisher r to z and z to r and confidence intervals
Transformations of r, d, and t including Fisher r to z and z to r and confidence intervals
Convert a correlation to a z or t, or d, or chi or covariance matrix or z to r using the Fisher transformation or find the confidence intervals for a specified correlation. r2d converts a correlation to an effect size (Cohen's d) and d2r converts a d into an r. g2r converts Hedge's g to a correlation. t2r converts a t test to r, r2t converts a correlation to a t-test value. chi2r converts a chi square to r, r2chi converts it back. r2c and cor2cov convert a correlation matrix to a covariance matrix. d2t and t2d convert cohen's d into a t and a t into a cohen d. See cohen.d for other conversions.
sigma: a vector of standard deviations to be used to convert a correlation matrix to a covariance matrix
Returns
z: value corresponding to r (fisherz)
r: r corresponding to z (fisherz2r)
r.con: lower and upper p confidence intervals (r.con)
t: t with n-2 df (r2t)
r: r corresponding to effect size d or d corresponding to r.
r2c: r2c is the reverse of the cor2con function of base R. It just converts a correlation matrix to the corresponding covariance matrix given a vector of standard deviations.