All functions |
|
---|---|
Compute project power of the sceptical p-value |
|
Q-test to assess compatibility between original and replication effect estimate |
|
Data from four large-scale replication projects |
|
Data from the Social Sciences Replication Project |
|
Compute overall type-I error rate of the sceptical p-value |
|
Convert between estimates, z-values, p-values, and confidence intervals |
|
Computes the minimum relative effect size to achieve replication success with the sceptical p-value |
|
Computes the minimum relative effect size to achieve significance of the replication study |
|
harmonic mean chi-squared test |
|
Computes the replication success level |
|
Computes Box's tail probability |
|
Computes Edgington's p-value |
|
Computes the p-value for intrinsic credibility |
|
Probability of replicating an effect by Killeen (2005) |
|
Computes the sceptical p-value and z-value |
|
Computes the power for replication success with Edgington's method |
|
Computes the power for replication success with the sceptical p-value |
|
Computes the power for significance |
|
Interim power of a replication study |
|
Prediction interval for effect estimate of replication study |
|
Data from Protzko et al. (2020) |
|
Bound for the p-values entering the harmonic mean chi-squared test |
|
Computes the required relative sample size to achieve replication success with Edgington's method based on power |
|
Computes the required relative sample size to achieve replication success with the sceptical p-value |
|
Computes the required relative sample size to achieve significance based on power |
|
Computes the p-value threshold for intrinsic credibility |