IES Grant
Title: | Addressing Small Sample and Computational Issues in Mixture Models of Repeated Measures Data with Covariance Pattern Mixture Models | ||
Center: | NCER | Year: | 2019 |
Principal Investigator: | McNeish, Daniel | Awardee: | Arizona State University |
Program: | Statistical and Research Methodology in Education–Early Career [Program Details] | ||
Award Period: | 2 Years (08/01/19–07/31/21) | Award Amount: | $209,305 |
Type: | Methodological Innovation | Award Number: | R305D190011 |
Description: | Purpose: In this project, the research team applied a covariance pattern model approach to growth mixture models so that they can be applied more reliably within contexts in which they are already applied and to lower the data requirements needed to apply the method so that researchers with more modest samples (e.g., hard-to-reach populations) can use the method. The project team developed an alternative way to fit growth mixture models that is less demanding computationally, carried out simulations to assess the performance of the developed model in realistic settings, and developed resources for empirical researchers to use the method without needing to be experts in growth mixture model estimation. Key Outcomes: The project team applied a covariance pattern model approach to growth mixture models. Covariance pattern models model the marginalcovariance of the repeated measures directly rather than splitting the covariance into between-person and within-person sources with random effects. In non-mixture contexts, this is computationally much simpler and typically preferred if the between-person covariance is not needed to answer the research questions. Similarly, for growth mixture models between-person covariance is rarely needed to address research questions.
Products and Publications ERIC Citations: Find available citations in ERIC for this award here. Select Publications: Journal Articles McNeish, D. & Bauer, D.J. (2022). Reducing incidence of nonpositive definite covariance matrices in mixed effect models. Multivariate Behavioral Research, 3-8-340. McNeish, D. & Harring, J.R. (2020). Covariance pattern mixture models: Eliminating random effects to improve convergence and performance. Behavior Research Methods, 52, 947–979. McNeish, D. & Harring, J.R. (2021). Improving convergence in growth mixture models without covariance structure constraints. Statistical Methods in Medical Research, 30, 994–1012. McNeish, D., Harring, J.R., & Bauer, D.J. (2022). Nonconvergence, covariance constraints, and class enumeration in growth mixture models. Psychological Methods. McNeish, D., Peña, A., Vander Wyst, K.B., Ayers, S.L., Olsen, M.L., & Shaibi, G.Q. (2021). Facilitating growth mixture model convergence in preventive interventions. Prevention Science. Peña, A., McNeish, D., Ayers, S.L., Olson, M.L., Vander Wyst, K.B., Williams, A.N., & Shaibi, G.Q. (2020). Response heterogeneity to lifestyle intervention among Latino adolescents. Pediatric Diabetes, 21, 1430–1436. Perez, M., Winstone, L.K., Hernández, J.C., Curci, S.G., McNeish, D., & Luecken, L.J (2022). Association of BMI Trajectories with Cardiometabolic Risk at age 7.5 years among Low-income Mexican American children. Journal of Pediatrics. |
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