Table 1.
Npar | BIC | |
---|---|---|
STEP 1, determine the number of lower-level latent classes |
|
|
Model 1. 1 higher-level latent class, 1 lower-level latent class |
10 |
11662.99 |
Model 2. 1 higher-level latent class, 2 lower-level latent classes |
16 |
8339.47 |
Model 3. 1 higher-level latent class, 3 lower-level latent classes |
22 |
7749.42 |
Model 4. 1 higher-level latent class, 4 lower-level latent classes |
28 |
7560.36 |
Model 5. 1 higher-level latent class, 5 lower-level latent classes |
34 |
7420.44 |
Model 6. 1 higher-level latent class, 6 lower-level latent classes |
40 |
7368.64 |
Model 7. 1 higher-level latent class, 7 lower-level latent classes |
46 |
7307.69 |
Model 8. 1 higher-level latent class, 8 lower-level latent classes |
52 |
7298.12 |
Model 9. 1 higher-level latent class, 9 lower-level latent classes |
58 |
7308.68 |
Model 10. 1 higher-level latent class, 10 lower-level latent classes |
64 |
7330.06 |
STEP 2, determine the number of higher-level latent classes |
|
|
Model 11. 1 higher-level latent class, 9 lower-level latent classes (=model 9) |
58 |
7308.68 |
Model 12. 2 higher-level latent classes, 9 lower-level latent classes |
67 |
7261.36 |
Model 13. 3 higher-level latent classes, 9 lower-level latent classes |
76 |
7297.57 |
STEP 3, redetermine the number of lower-level latent classes |
|
|
Model 14. 2 higher-level latent classes, 8 lower-level latent classes |
60 |
7268.99 |
Model 15. 2 higher-level latent classes, 9 lower-level latent classes (=model 12) |
67 |
7261.36 |
Model 16. 2 higher-level latent classes, 10 lower-level latent classes | 74 | 7272.55 |
Note: the best-fitting models in each of the steps are shown in bold.