Table 6.
Comparison of Regression Interactions and Regression Mixture Models.
Regression interactions | Regression mixtures |
---|---|
Research questions | |
Tests hypotheses about heterogeneity in an effect because of an a priori identified predictor | Explores for any evidence of discrete heterogeneity in effects |
Types of heterogeneity identified | |
DTiscrete or continuous heterogeneity that is a linear funciton of a predictor | Discrete heterogeneity in effects |
Model assumptions | |
Normal residuals—Affects standard errors | Normal residuals—Affects parameter estimates |
Errors and independent and constant across all predictors | Errors and independent and constant across x variables |
Relationships are linear | Relationships are linear |
All predictors are measured without error | x Variables are measured without error |
z Variables need to be measured without error for the relationship between z and latent classes to be unbiased | |
Sample size required | |
Moderate samples required | Large samples required |