tukeySEM | R Documentation |
This function computes Tukey's WSD post hoc test of means when variances and sample sizes are not equal across groups. It can be used as a post hoc test when comparing latent means in multiple group SEM.
tukeySEM(m1, m2, var1, var2, n1, n2, ng)
m1 |
Mean of group 1. |
m2 |
Mean of group 2. |
var1 |
Variance of group 1. |
var2 |
Variance of group 2. |
n1 |
Sample size of group 1. |
n2 |
Sample size of group 2. |
ng |
Total number of groups to be compared (i.e., the number of groups compared in the omnibus test). |
After conducting an omnibus test of means across three of more groups, researchers often wish to know which sets of means differ at a particular Type I error rate. Tukey's WSD test holds the error rate stable across multiple comparisons of means. This function implements an adaptation of Tukey's WSD test from Maxwell & Delaney (2004), that allows variances and sample sizes to differ across groups.
A vector with three elements:
q
: The q statistic
df
: The degrees of freedom for the q statistic
p
: A p value based on the q statistic, df,
and the total number of groups to be compared
Alexander M. Schoemann (East Carolina University; schoemanna@ecu.edu)
Maxwell, S. E., & Delaney, H. D. (2004). Designing experiments and analyzing data: A model comparison perspective (2nd ed.). Mahwah, NJ: Lawrence Erlbaum Associates.
## For a case where three groups have been compared: ## Group 1: mean = 3.91, var = 0.46, n = 246 ## Group 2: mean = 3.96, var = 0.62, n = 465 ## Group 3: mean = 2.94, var = 1.07, n = 64 ## compare group 1 and group 2 tukeySEM(3.91, 3.96, 0.46, 0.62, 246, 425, 3) ## compare group 1 and group 3 tukeySEM(3.91, 2.94, 0.46, 1.07, 246, 64, 3) ## compare group 2 and group 3 tukeySEM(3.96, 2.94, 0.62, 1.07, 465, 64, 3)
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