Table 2.
Sample | χ2 | CFI | TLI | RMSEA (90% CI) | ΔRMSEA |
---|---|---|---|---|---|
Hong Kong (n = 428) | |||||
First-order model | 87.832* | .996 | .994 | .054 (.039-.069) | |
Second-order model | 161.746* | .991 | .987 | .076 (.063-.088) | .022 |
China (n = 340) | |||||
First-order model | 111.599* | .988 | .980 | .074 (.058-.090) | |
Second-order model | 148.560* | .984 | .977 | .080 (.065-.094) | .006 |
Taiwan (n = 254) | |||||
First-order model^ | 65.457* | .997 | .995 | .052 (.028-.073) | |
Second-order model | 99.666* | .994 | .992 | .066 (.048-.085) | .014 |
Japan (n = 324) | |||||
First-order model | 85.832* | .994 | .990 | .061 (.043-.078) | |
Second-order model | 106.036* | .993 | .990 | .062 (.047-.078) | .001 |
Full sample (n = 1346) | |||||
First-order model | 157.495* | .996 | .994 | .048 (.040-.055) | |
Second-order model | 456.445* | .987 | .982 | .080 (.074-.087) | .032 |
*p < .001; χ2 = chi-square test (all first-order model have 39 degrees of freedom and all second-order model have 47 degrees of freedom); CFI = comparative fit indices; TLI = Tucker Lewis indices; RMSEA (90% CI) = Root mean square of approximation (90% confidence intervals); ΔRMSEA = change in the RMSEA between the two models; ^correlation of 1.002 between Affective Dysregulation and Disturbed Relationships.