Confidence intervalsConfidence intervals for different effect sizes and designs |
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Computes tests and confidence intervals of effects in a 2x2 between-subjects design for means |
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Computes tests and confidence intervals of effects in a 2x2 mixed design for means |
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Computes tests and confidence intervals of effects in a 2x2 within-subjects design for means |
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Computes tests and confidence intervals of effects in a 2x2 between-subjects design for medians |
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Computes confidence intervals of effects in a 2x2 mixed design for medians |
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Computes confidence intervals of effects in a 2x2 within-subjects design for medians |
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Computes tests and confidence intervals of effects in a 2x2 between- subjects design for proportions |
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Computes tests and confidence intervals of effects in a 2x2 mixed factorial design for proportions |
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Computes confidence intervals of standardized effects in a 2x2 between-subjects design |
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Computes confidence intervals of standardized effects in a 2x2 mixed design |
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Computes confidence intervals of standardized effects in a 2x2 within-subjects design |
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Computes confidence intervals for a 3-rater design with dichotomous ratings |
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Confidence interval for a G-index of agreement |
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Confidence interval for G-index difference in a 2-group design |
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Bayesian credible interval for a normal prior distribution |
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Bayesian credible interval for a proportion |
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Confidence interval for a biserial-phi correlation |
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Confidence interval for a biserial correlation |
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Confidence interval for a coefficient of dispersion |
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Confidence intervals for conditional (simple) slopes in a logistic model |
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Confidence intervals for conditional (simple) slopes in a linear model |
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Confidence interval for a difference in dependent Pearson correlations |
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Confidence interval for a Pearson or partial correlation |
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Confidence interval for a 2-group correlation difference |
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Confidence interval for a 2-group Pearson correlation difference |
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Confidence interval for a coefficient of quartile variation |
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Confidence interval for Cramer's V |
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Confidence interval for a Cronbach reliability |
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Confidence interval for a difference in Cronbach reliabilities in a 2-group design |
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Confidence interval for a coefficient of variation |
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Confidence interval for eta-squared |
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Fisher confidence interval |
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Confidence interval for an indirect effect |
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Confidence interval for two kappa reliability coefficients |
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Confidence interval for a linear contrast of parameters in a between-subjects design |
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Confidence interval for a linear contrast of general linear model parameters |
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Confidence interval for a linear contrast of means in a between-subjects design |
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Confidence interval for a linear contrast of medians in a between-subjects design |
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Confidence interval for a linear contrast of proportions in a between- subjects design |
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Confidence interval for a linear contrast of regression coefficients in multiple group regression model |
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Confidence interval for a standardized linear contrast of means in a between-subjects design |
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Confidence interval for a standardized linear contrast of means in a within-subjects design |
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Confidence interval for a mean absolute deviation |
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Confidence interval for a Mann-Whitney parameter |
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Confidence interval for a mean absolute prediction error |
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Confidence interval for a mean with a finite population correction |
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Confidence interval for a paired-samples mean difference |
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Confidence interval for a mean |
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Confidence interval for a 2-group mean difference |
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Confidence interval for a paired-samples median difference |
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Confidence interval for a median |
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Confidence interval for a 2-group median difference |
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Confidence interval for an odds ratio |
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Confidence intervals for pairwise proportion differences of a multinomial variable |
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Bonferroni confidence intervals for all pairwise proportion differences in a between-subjects design |
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Confidence intervals for point-biserial correlations |
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Confidence interval for a phi correlation |
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Confidence interval for a Poisson rate |
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Confidence interval for an unknown population size |
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Confidence interval for a proportion with a finite population correction |
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Confidence interval for a proportion using inverse sampling |
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Confidence interval for a paired-samples proportion difference |
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Confidence intervals for a proportion |
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Confidence interval for a 2-group proportion difference using inverse sampling |
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Confidence interval for a 2-group proportion difference |
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Confidence intervals for positive and negative predictive values with retrospective sampling |
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Confidence intervals for parameters of one-way random effects ANOVA |
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Confidence interval for a ratio of dispersion coefficients in a 2-group design |
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Confidence interval for a ratio of coefficients of variation in a 2-group design |
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Confidence interval for a paired-sample MAD ratio |
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Confidence interval for a 2-group ratio of mean absolute deviations |
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Confidence interval for a ratio of mean absolute prediction errors in a 2-group design |
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Confidence interval for a paired-samples mean ratio |
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Confidence interval for a 2-group mean ratio |
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Confidence interval for a paired-samples median ratio |
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Confidence interval for a 2-group median ratio |
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Confidence interval for a ratio of Poisson rates in a 2-group design |
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Confidence interval for a paired-samples proportion ratio |
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Confidence interval for a 2-group proportion ratio |
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Confidence interval for a 2-group ratio of standard deviations |
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Confidence interval for a 2-group reliability difference |
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Confidence interval for a reliability coefficient |
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Confidence interval for squared multiple correlation |
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Confidence interval for the parameter of the one-sample sign test |
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Confidence interval for the slope of means in a one-factor experimental design with a quantitative between-subjects factor |
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Confidence interval for a slope of a proportion in a single-factor experimental design with a quantitative between-subjects factor |
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Confidence interval for a semipartial correlation |
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Confidence interval for a Spearman correlation |
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Confidence interval for a 2-group Spearman correlation difference |
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Confidence intervals for a paired-samples standardized mean difference |
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Confidence interval for a standardized mean |
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Confidence intervals for a 2-group standardized mean difference with stratified sampling |
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Confidence intervals for a 2-group standardized mean difference |
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Confidence interval for a tetrachoric correlation |
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Theil-Sen estimate and confidence interval for slope |
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Tukey-Kramer confidence intervals for all pairwise mean differences in a between-subjects design |
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Upper confidence limit of a variance |
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Confidence intervals for generalized Yule coefficients |
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MiscellaneousOther functions, including functions for simulating data |
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Adjusted standard errors for slope coefficients in an exploratory analysis |
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Generalized eta-squared estimates in a two-factor design |
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Bias adjustments for an eta-squared estimate |
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SEM fit indices |
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Indices of qualitative variation |
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Prediction interval for one score |
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Prediction interval for a difference of scores in a 2-group experiment |
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Generate a random sample |
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Generate random sample of scores |
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Generates random bivariate scores |
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Randomize a sample into groups |
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Contrast coefficients for the slope of a quantitative factor |
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Computes the reliability of a scale with r2 measurements given the reliability of a scale with r1 measurements |
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PowerCompute power for a given sample size for various designs |
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Approximates the power of a correlation test for a planned sample size |
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Approximates the power of a test for equal correlations in a 2-group design for planned sample sizes |
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Approximates the power of a test for a linear contrast of means for planned sample sizes in a between-subjects design |
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Approximates the power of a paired-samples t-test for a planned sample size |
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Approximates the power of a one-sample t-test for a planned sample size |
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Approximates the power of a two-sample t-test for planned sample sizes |
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Approximates the power of a paired-samples test of equal proportions for a planned sample size |
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Approximates the power of a 1-group proportion test for a planned sample size |
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Approximates the power of a 2-group proportion test for planned sample sizes |
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Prediction intervalsPrediction intervals |
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Prediction limit for an estimated correlation |
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Prediction interval for an estimated proportion |
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Prediction interval for difference of scores in a 2-level within-subjects experiment |
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Prediction interval for one score |
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Prediction interval for a difference of scores in a 2-group experiment |
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Upper prediction limit for an estimated variance |
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Sample-size planningSample sizes for desired precision or power |
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Sample size for a G-index confidence interval |
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Sample size for a conditional mean confidence interval |
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Sample size for a Pearson correlation confidence interval using a planning value from a prior study |
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Sample size for a Pearson or partial correlation confidence interval |
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Sample size for a 2-group Pearson correlation difference confidence interval |
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Sample size for a Cronbach reliability confidence interval |
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Sample size for a 2-group Cronbach reliability difference confidence interval |
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Sample size for an eta-squared confidence interval |
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Sample size for an indirect effect confidence interval |
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Sample size for a linear contrast confidence interval in an ANCOVA |
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Sample size for a between-subjects mean linear contrast confidence interval |
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Sample size for a within-subjects mean linear contrast confidence interval |
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Sample size for a between-subjects proportion linear contrast confidence interval |
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Sample size for a between-subjects standardized linear contrast of means confidence interval |
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Sample size for a within-subjects standardized linear contrast of means confidence interval |
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Sample size for a mean absolute prediction error confidence interval |
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Sample size for a mean confidence interval using a planning value from a prior study |
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Sample size for a paired-samples mean difference confidence interval |
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Sample size for a mean confidence interval |
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Sample size for a 2-group mean difference confidence interval |
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Sample size for a point-biserial correlation confidence interval |
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Sample size for a proportion confidence interval using a planning value from a prior study |
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Sample size for a paired-sample proportion difference confidence interval |
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Sample size for a proportion confidence interval |
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Sample size for a 2-group proportion difference confidence interval |
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Sample size for a paired-samples mean ratio confidence interval |
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Sample size for a 2-group mean ratio confidence interval |
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Sample size for a paired-samples proportion ratio confidence interval |
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Sample size for a 2-group proportion ratio confidence interval |
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Sample size for a squared multiple correlation confidence interval |
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Sample size for a second-stage confidence interval |
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Sample size for a slope confidence interval |
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Sample size for a Spearman correlation confidence interval |
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Sample size for a 2-group Spearman correlation difference confidence interval |
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Sample size for a paired-samples standardized mean difference confidence interval |
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Sample size for a 2-group standardized mean difference confidence interval |
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Sample size for a tetrachoric correlation confidence interval |
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Sample size for a paired-samples mean equivalence test |
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Sample size for a 2-group mean equivalence test |
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Sample size for a paired-samples proportion equivalence test |
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Sample size for a 2-group proportion equivalence test |
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Sample size for an interval test of a Pearson or partial correlation |
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Sample size for a paired-samples mean superiority or noninferiority test |
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Sample size for a 2-group mean superiority or noninferiority test |
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Sample size for a paired-samples superiority or inferiority test of proportions |
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Sample size for a 2-group superiority or inferiority test of proportions |
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Sample size for a test of a Pearson or partial correlation |
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Sample size for a test of equal Pearson or partial correlation in a 2-group design |
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Sample size to test a Cronbach reliability |
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Sample size to test equality of Cronbach reliability coefficients in a 2-group design |
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Sample size for a mean linear contrast test in an ANCOVA |
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Sample size for a test of a between-subjects mean linear contrast |
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Sample size for a test of a within-subjects mean linear contrast |
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Sample size for a test of between-subjects proportion linear contrast |
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Sample size for a Mann-Whitney test |
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Sample size for a test of a paired-samples mean difference |
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Sample size for a test of a mean |
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Sample size for a test of a 2-group mean difference |
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Sample size for a test of a paired-samples proportion difference |
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Sample size for a test of a single proportion |
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Sample size for a test of a 2-group proportion difference |
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Sample size for a paired-samples sign test |
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Sample size for a 1-group sign test |
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Sample size for a test of a slope |
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SimulationsTest coverage of difference confidence intervals with simulated data |
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Simulates confidence interval coverage probability for a Pearson correlation |
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Simulates confidence interval coverage probability for a paired-samples mean difference |
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Simulates confidence interval coverage probability for a mean |
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Simulates confidence interval coverage probability for a 2-group mean difference |
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Simulates confidence interval coverage probability for a median difference in a paired-samples design |
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Simulates confidence interval coverage probability for a median |
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Simulates confidence interval coverage probability for a median difference in a 2-group design |
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Simulates confidence interval coverage probability for a Spearman correlation |
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Simulates confidence interval coverage probability for a standardized mean difference in a paired-samples design |
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Simulates confidence interval coverage probability for a standardized mean difference in a 2-group design |
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TestsHypothesis tests |
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Between-subjects F statistic and eta-squared from summary information |
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Hypothesis test for a Pearson or partial correlation |
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Hypothesis test for a 2-group Pearson or partial correlation difference |
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Computes p-value for test of excess kurtosis |
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Hypothesis test for a mean |
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Test of a monotonic trend in means for an ordered between-subjects factor |
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Test of monotonic trend in proportions for an ordered between-subjects factor |
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Hypothesis test of equal proportions in a between-subjects design |
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Hypothesis test for a paired-samples proportion difference |
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Hypothesis test for a proportion |
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Hypothesis test for a 2-group proportion difference |
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Computes p-value for test of skewness |
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Hypothesis test for a Spearman correlation |
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Hypothesis test for a 2-group Spearman correlation difference |