Table 2.
ML | ADF | |||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
Item | 1-Factor | 2-Factor | Bifactor | 1-Factor | 2-Factor | Bifactor | ||||||
λ1 | λ1 | λ2 | λGen | λGrp1 | λGrp2 | λ1 | λ1 | λ2 | λGen | λGrp1 | λGrp2 | |
1 | .72 | .76 | .71 | .43 | .75 | .76 | .72 | .42 | ||||
2 | .68 | .72 | .67 | .51 | .72 | .72 | .68 | .50 | ||||
4 | .62 | .65 | .59 | .33 | .64 | .65 | .60 | .31 | ||||
6 | .78 | .80 | .86 | .84 | .85 | .86 | ||||||
7 | .76 | .78 | .84 | .82 | .83 | .84 | ||||||
3 (R) | .78 | .80 | .71 | .35 | .80 | .81 | .72 | .34 | ||||
5 (R) | .74 | .76 | .67 | .33 | .76 | .77 | .68 | .32 | ||||
8 (R) | .57 | .58 | .53 | .26 | .61 | .61 | .53 | .30 | ||||
9 (R) | .70 | .72 | .62 | .41 | .73 | .74 | .62 | .45 | ||||
10 (R) | .75 | .77 | .68 | .38 | .78 | .79 | .68 | .41 | ||||
ϕ | .90 | .89 | ||||||||||
θ9.10 | .22 | .18 | .16 | .17 | .16 | .13 | ||||||
θ1.2 | .20 | .15 | .13 | .13 | ||||||||
θ6.7 | .14 | .11 | −.02 | −.02 | ||||||||
ECV | .80 | .80 | ||||||||||
ω | .93 | .93 | ||||||||||
ωH | .84 | .85 | ||||||||||
IRLS ds | ||||||||||||
1-Factor | 2-Factor | Bifactor | ||||||||||
λ1 | λ1 | λ2 | λGen | λGrp1 | λGrp2 | |||||||
1 | .77 | .77 | .74 | .41 | ||||||||
2 | .73 | .73 | .70 | .48 | ||||||||
4 | .67 | .67 | .62 | .29 | ||||||||
6 | .86 | .87 | .87 | |||||||||
7 | .84 | .85 | .85 | |||||||||
3 (R) | .82 | .83 | .78 | .27 | ||||||||
5 (R) | .79 | .79 | .75 | .25 | ||||||||
8 (R) | .63 | .64 | .58 | .29 | ||||||||
9 (R) | .74 | .76 | .68 | .42 | ||||||||
10 (R) | .79 | .80 | .73 | .38 | ||||||||
ϕ | .92 | |||||||||||
θ9.10 | .17 | .15 | .11 | |||||||||
θ1.2 | .14 | .13 | ||||||||||
θ6.7 | −.02 | −.02 | ||||||||||
ECV | .84 | |||||||||||
ω | .94 | |||||||||||
ωH | .88 |
Note. ECV is explained common variance, λ is factor loading on the first (1), second (2), general (Gen), or first or second group (Grp1, Grp2) factor, ϕ is factor correlation, θa.b is residual correlation between items a and b, ds is implausibility” distance, ω is model-based composite reliabilty and ωH is composite reliability based on general factor.