van der Nest Gavin, Lima Passos Valéria, Candel Math J J M, van Breukelen Gerard J P
Department of Methodology and Statistics, and Care and Public Health Research Institute (CAPHRI), Maastricht University, the Netherlands.
Department of Methodology and Statistics, and Care and Public Health Research Institute (CAPHRI), Maastricht University, the Netherlands; Department of Methodology and Statistics, Graduate School of Psychology and Neuroscience, Maastricht University, the Netherlands.
Adv Life Course Res. 2020 Mar;43:100323. doi: 10.1016/j.alcr.2019.100323. Epub 2020 Jan 25.
The use of finite mixture modelling (FMM) is becoming increasingly popular for the analysis of longitudinal repeated measures data. FMMs assist in identifying latent classes following similar paths of temporal development. This paper aims to address the confusion experienced by practitioners new to these methods by introducing the various available techniques, which includes an overview of their interrelatedness and applicability. Our focus will be on the commonly used model-based approaches which comprise latent class growth analysis (LCGA), group-based trajectory models (GBTM), and growth mixture modelling (GMM). We discuss criteria for model selection, highlight often encountered challenges and unresolved issues in model fitting, showcase model availability in software, and illustrate a model selection strategy using an applied example.
有限混合模型(FMM)在纵向重复测量数据分析中的应用越来越广泛。FMM有助于识别遵循相似时间发展路径的潜在类别。本文旨在通过介绍各种可用技术来解决初次接触这些方法的从业者所遇到的困惑,包括对它们的相互关系和适用性的概述。我们将重点关注常用的基于模型的方法,包括潜在类别增长分析(LCGA)、基于组的轨迹模型(GBTM)和增长混合模型(GMM)。我们讨论模型选择的标准,强调模型拟合中经常遇到的挑战和未解决的问题,展示软件中的模型可用性,并通过一个应用示例说明一种模型选择策略。