This function computes the power and sample size for basic testing hypothesis listed below.
- Z test for mean (bilateral and unilateral):
pwr_z_test_1pop - t-test for mean (bilateral and unilateral):
pwr_t_test_1pop - Chi-squared for variance (bilateral and unilateral):
pwr_sigma_1pop - Proportion for test:
pwr_prop_1pop
- Z test for difference of means (bilateral and unilateral) with known variance:
pwr_z_test_2pop - F test to compare variance of two normal population:
pwr_sigma_2pop - t test for difference of means (bilateral and unilateral) with unknown variance and differences:
pwr_t_test_2pop_hetero - t test for difference of means (bilateral and unilateral) with unknown and equals:
pwr_t_test_2pop_homo - Paired t test:
pwr_paired_t_test - Test for proportions (bilateral and unilateral) in samples with more than 40 observations:
pwr_prop_2pop
- Chi-sqaured to check association between two qualitative variables:
pwr_chisq_test_association(implementation of power of test and sample size) - Test for Pearson's correlation using Fisher's Z tranformation:
z_fisher_test(implementation of test) andpwr_z_fisher_test(implementation of power of test and sample size)
- Unbalanced ANOVA:
pwr_anova_balanced(power of test and sample size) - Balanced ANOVA:
pwr_anova_unbalanced(only power of test)
- MONTGOMERY, Douglas C.; RUNGER, George C. Applied statistics and probability for engineers. John Wiley & Sons, 2010.