Linear mixed-effects models and the analysis of nonindependent data: A unified framework to analyze categorical and continuous independent variables that vary within-subjects and/or within-items.
University of Wisconsin–Madison
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Abstract
In this article we address a number of important issues that arise in the analysis of nonindependent data. Such data are common in studies in which predictors vary within "units" (e.g., within-subjects, within-classrooms). Most researchers analyze categorical within-unit predictors with repeated-measures ANOVAs, but continuous within-unit predictors with linear mixed-effects models (LMEMs). We show that both types of predictor variables can be analyzed within the LMEM framework. We discuss designs with multiple sources of nonindependence, for example, studies in which the same subjects rate the same set of items or in which students nested in classrooms provide multiple answers. We provide clear guidelines…
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549
total citations
- FWCI
- 24.11
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- 100%
- References
- 13
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Authors
2Topics & keywords
Topics
Keywords
- Categorical variable
- Generalizability theory
- Econometrics
- Random effects model
- Statistics
- PsycINFO
- Set (abstract data type)
- Statistical power
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