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Dynamic Modeling with Intensive Longitudinal Data: One-Step and Two-Step DSEM Approaches
Lijuan Wang1, Yuan Fang1, Cindy S Bergeman1
1University of Notre Dame.
For intensive longitudinal data, one-step dynamic structural equation modeling (DSEM) and two-step DSEM with auxiliary variables are recommended. Two-step DSEM without auxiliary variables shows significant estimation bias and poor performance.
Area of Science:
- Psychometrics
- Quantitative Psychology
- Statistical Modeling
Background:
- Intensive longitudinal data (ILD) analysis requires sophisticated statistical methods.
- Dynamic structural equation modeling (DSEM) is a powerful technique for ILD.
- Comparing one-step and two-step DSEM approaches is crucial for accurate analysis.
Purpose of the Study:
- To evaluate and compare the performance of one-step and two-step DSEM for ILD.
- To investigate the impact of auxiliary variables on two-step DSEM.
- To provide recommendations for DSEM application in ILD research.
Main Methods:
- A simulation study was conducted to compare DSEM approaches.
- One-step DSEM estimates within- and between-person models simultaneously.
- Two-step DSEM separates within-person and between-person model estimation, with and without auxiliary variables.
Main Results:
- Two-step DSEM without auxiliary variables demonstrated estimation bias, low coverage, and deflated Type I error rates.
- One-step DSEM and two-step DSEM with auxiliary variables performed satisfactorily with sufficient data (≥30 time points, ≥100 individuals).
- Auxiliary variables improved the performance of two-step DSEM.
Conclusions:
- One-step DSEM is a reliable approach for analyzing ILD.
- Two-step DSEM requires careful implementation, preferably with auxiliary variables, for valid results.
- Researchers should consider these findings when choosing DSEM methods for ILD analysis.
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