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Centering predictor variables in cross-sectional multilevel models: a new look at an old issue
Craig K Enders1, Davood Tofighi
1Department of Psychology, Arizona State University, Tempe, AZ 85287-1104, USA. cenders@asu.edu
Centering Level 1 predictors is crucial for interpreting multilevel models (MLMs). This guide clarifies grand mean centering and group mean centering, offering practical recommendations for MLM applications.
Area of Science:
- Multilevel modeling
- Statistical analysis
- Quantitative psychology
Background:
- Centering Level 1 predictors is essential for accurate interpretation of multilevel models (MLMs).
- Misconceptions regarding centering techniques persist in the statistical literature.
- Understanding centering is vital for researchers utilizing multilevel modeling.
Purpose of the Study:
- To provide a comprehensive overview of grand mean centering and group mean centering.
- To elucidate the distinctions between these two centering methods in 2-level MLMs.
- To offer practical guidance for making informed centering decisions in MLM analyses.
Main Methods:
- Detailed explanation of grand mean centering and group mean centering.
- Exploration of centering differences using prototypical research questions.
- Empirical analyses with artificial datasets to illustrate key concepts.
Main Results:
- Grand mean centering and group mean centering yield different interpretations of intercept and slope parameters.
- The choice of centering impacts the estimation and interpretation of fixed effects in MLMs.
- Empirical examples demonstrate the practical implications of centering choices.
Conclusions:
- Proper centering is fundamental for valid interpretation in multilevel modeling.
- Researchers should carefully consider the research question and model context when choosing a centering strategy.
- This article provides actionable recommendations to improve the application of centering techniques in MLMs.
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