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A comparison of sequential and nonsequential specification searches in testing factorial invariance
1Department of Educational Psychology, Texas A&M University, College Station, TX, 77843-4225, USA, myoon@tamu.edu.
The sequential search method effectively identifies partial factorial invariance models, unlike the nonsequential approach which inflates false positives. This research aids in accurate scale modification for robust cross-group comparisons.
Area of Science:
- Psychometrics
- Statistical Modeling
Background:
- Factorial invariance testing is crucial for cross-group comparisons.
- Modification indices (MIs) are used to identify model misspecifications.
- Two common approaches for using MIs are nonsequential and sequential search.
Purpose of the Study:
- To evaluate the performance of modification indices (MIs) in identifying correct partial invariance models.
- To compare the nonsequential and sequential search methods for testing factorial invariance.
Main Methods:
- Simulated data were used to test factorial invariance across groups.
- The nonsequential search involved relaxing all MIs above a cutoff simultaneously.
- The sequential search involved relaxing one parameter with the largest MI at a time.
Main Results:
- The nonsequential search method resulted in high false positive rates, incorrectly identifying invariant items as noninvariant.
- The sequential search method demonstrated good true positive and false positive rates.
- The sequential search method is recommended for accurate scale modification.
Conclusions:
- The sequential search method is superior to the nonsequential method for testing factorial invariance using MIs.
- Accurate identification of partial invariance is essential for valid scale modification and cross-group analysis.
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