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引用次数: 0
摘要
探索性结构方程模型(ESEM)是著名的确证因素分析(CFA)方法的替代方法。ESEM 主要用于评估常见因子测量模型的质量,但也可以有效地扩展到测试结构模型。然而,ESEM 在某些模型规格中可能不是最佳选择,尤其是涉及结构模型时,因为 ESEM 的充分灵活性可能会导致模型估计中的技术困难。因此,为了兼顾完全 ESEM 和 CFA,我们开发了集合 ESEM。在本文中,我们将举例说明在哪些情况下应使用集合-ESEM,而不是完全-ESEM。我们没有依赖模拟研究,而是使用 OSF 存储库中的真实数据提供了两个应用实例。此外,我们还在免费的 R 软件包 lavaan 中提供了运行 Set-ESEM 所需的代码,从而使本文更加实用。在拟合优度和现实因子相关性方面,集合-ESEM 结构模型优于基于 CFA 的结构模型,因此在两个实证例子中的路径系数也优于基于 CFA 的结构模型。有几次,在基于 CFA 的结构模型中不显著(即衰减)的效应在集合-ESEM 结构模型中变得更大和显著,这表明集合-ESEM 模型可能会生成更准确的模型参数,从而降低 II 类错误率。
When and how to use set-exploratory structural equation modelling to test structural models: A tutorial using the R package lavaan
Exploratory structural equation modelling (ESEM) is an alternative to the well-known method of confirmatory factor analysis (CFA). ESEM is mainly used to assess the quality of measurement models of common factors but can be efficiently extended to test structural models. However, ESEM may not be the best option in some model specifications, especially when structural models are involved, because the full flexibility of ESEM could result in technical difficulties in model estimation. Thus, set-ESEM was developed to accommodate the balance between full-ESEM and CFA. In the present paper, we show examples where set-ESEM should be used rather than full-ESEM. Rather than relying on a simulation study, we provide two applied examples using real data that are included in the OSF repository. Additionally, we provide the code needed to run set-ESEM in the free R package lavaan to make the paper practical. Set-ESEM structural models outperform their CFA-based counterparts in terms of goodness of fit and realistic factor correlation, and hence path coefficients in the two empirical examples. In several instances, effects that were non-significant (i.e., attenuated) in the CFA-based structural model become larger and significant in the set-ESEM structural model, suggesting that set-ESEM models may generate more accurate model parameters and, hence, lower Type II error rate.
期刊介绍:
The British Journal of Mathematical and Statistical Psychology publishes articles relating to areas of psychology which have a greater mathematical or statistical aspect of their argument than is usually acceptable to other journals including:
• mathematical psychology
• statistics
• psychometrics
• decision making
• psychophysics
• classification
• relevant areas of mathematics, computing and computer software
These include articles that address substantitive psychological issues or that develop and extend techniques useful to psychologists. New models for psychological processes, new approaches to existing data, critiques of existing models and improved algorithms for estimating the parameters of a model are examples of articles which may be favoured.