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Investigating Measurement Invariance Across Situations in Intensive Longitudinal Data
Lisa Peuckmann1, Andreas B Neubauer2, Dorota Reis1
1Department of Psychology, Saarland University, Saarbrücken, Germany.
Multivariate Behavioral Research
|August 5, 2026
Summary
Measurement invariance in intensive longitudinal data (ILD) is crucial. This study found that perceived situations, not just time, significantly impact measurement invariance, highlighting the need to consider individual perceptions in data analysis.
Area of Science:
- Psychometrics
- Longitudinal Data Analysis
- Methodology
Background:
- Intensive longitudinal data (ILD) captures dynamic constructs but faces measurement noninvariance across clustering dimensions.
- Cross-classified factor analysis (CCFA) is used for person and time invariance, but other dimensions are under-explored.
- Situational characteristics, both perceived and objective, can influence responses in ILD.
Purpose of the Study:
- To test the measurement invariance of vigor across people and time using CCFA.
- To investigate situational characteristics as a novel clustering dimension for measurement invariance in ILD.
- To compare invariance across perceived situations versus objective situational properties.
Main Methods:
- Utilized ILD from 225 participants with up to 50 observations each.
- Applied CCFA to assess measurement invariance of vigor items.
- Derived perceived situation profiles via latent profile analysis and included objective aspects (location, company, activity).
Main Results:
- Substantial variation in vigor item measurement parameters across participants indicated noninvariance.
- Measurement invariance held across time and objective situational properties.
- Measurement parameters varied markedly across perceived situations, demonstrating significant noninvariance.
Conclusions:
- Measurement invariance in ILD is influenced by perceived situations, extending beyond time as a clustering dimension.
- Researchers should incorporate individuals' situation perception when evaluating measurement invariance in ILD.
- The CCFA approach can be adapted to include additional clustering dimensions in future ILD research.
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