Modeling heterogeneity of the level-1 error covariance matrix in multilevel models for single-case data

Author:

Baek Eunkyeng,Ferron John J. M.

Abstract

Previous research applying multilevel models to single-case data has made a critical assumption that the level-1 error covariance matrix is constant across all participants. However, the level-1 error covariance matrix may differ across participants and ignoring these differences can have an impact on estimation and inferences. Despite the importance of this issue, the effects of modeling between-case variation in the level-1 error structure had not yet been systematically studied. The purpose of this simulation study was to identify the consequences of modeling and not modeling between-case variation in the level-1 error covariance matrices in single-case studies, using Bayesian estimation. The results of this study found that variance estimation was more sensitive to the method used to model the level-1 error structure than fixed effect estimation, with fixed effects only being impacted in the most extreme heterogeneity conditions. Implications for applied single-case researchers and methodologists are discussed.

Publisher

Leibniz Institute for Psychology (ZPID)

Subject

General Psychology,General Social Sciences

Reference49 articles.

1. BaekE.FerronJ. J. M. (2020). Supplementary materials [code] to: Modeling heterogeneity of the level-1 error covariance matrix in multilevel models for single-case data.PsychOpen. https://doi.org/10.23668/psycharchives.2893

2. Baek, E. (2015). Consequences of non-modeled and modeled between case variation in the level-1 error structure in multilevel models for single-case data: A Monte Carlo study [Unpublished doctoral dissertation]. University of South Florida, Tampa, FL, USA. Retrieved from https://scholarcommons.usf.edu/etd/5860/

3. Brief Research Report: Bayesian Versus REML Estimations With Noninformative Priors in Multilevel Single-Case Data

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