Department of Health Behavior, UNC Gillings School of Global Public Health, 135 Dauer Drive, Chapel Hill, NC 27599, United States; Center for Developmental Science, 100 E. Franklin St., Suite 200, Chapel Hill, NC 27599, United States.
Center for Developmental Science, 100 E. Franklin St., Suite 200, Chapel Hill, NC 27599, United States.
Addict Behav. 2019 Jul;94:65-73. doi: 10.1016/j.addbeh.2018.10.031. Epub 2018 Oct 25.
When generating scores to represent latent constructs, analysts have a choice between applying psychometric approaches that are principled but that can be complicated and time-intensive versus applying simple and fast, but less precise approaches, such as sum or mean scoring. We explain the reasons for preferring modern psychometric approaches: namely, use of unequal item weights and severity parameters, the ability to account for local dependence and differential item functioning, and the use of covariate information to more efficiently estimate factor scores. We describe moderated nonlinear factor analysis (MNLFA), a relatively new, highly flexible approach that allows analysts to develop precise factor score estimates that address limitations of sum score, mean score, and traditional factor analytic approaches to scoring. We then outline the steps involved in using the MNLFA scoring approach and discuss the circumstances in which this approach is preferred. To overcome the difficulty of implementing MNLFA models in practice, we developed an R package, aMNLFA, that automates much of the rule-based scoring process. We illustrate the use of aMNLFA with an empirical example of scoring alcohol involvement in a longitudinal study of 6998 adolescents and compare performance of MNLFA scores with traditional factor analysis and sum scores based on the same set of 12 items. MNLFA scores retain more meaningful variation than other approaches. We conclude with practical guidelines for scoring.
当生成代表潜在结构的分数时,分析师可以在应用原则性但可能复杂且耗时的心理计量学方法与应用简单快速但不太精确的方法(如总和或平均值评分)之间做出选择。我们解释了偏好现代心理计量学方法的原因:即使用不等的项目权重和严重程度参数、能够解释局部依赖性和差异项目功能、以及使用协变量信息更有效地估计因子分数。我们描述了适度非线性因子分析(MNLFA),这是一种相对较新的、高度灵活的方法,允许分析师开发精确的因子分数估计值,以解决总和分数、平均值分数和传统因子分析方法在评分方面的局限性。然后,我们概述了使用 MNLFA 评分方法的步骤,并讨论了偏好这种方法的情况。为了克服在实践中实施 MNLFA 模型的困难,我们开发了一个 R 包,aMNLFA,它自动化了基于规则的评分过程的大部分工作。我们通过对 6998 名青少年进行的一项纵向研究中酒精参与情况的实证示例来说明 aMNLFA 的使用,并将 MNLFA 分数与基于相同的 12 项指标的传统因子分析和总和分数的性能进行比较。MNLFA 分数比其他方法保留了更多有意义的变化。最后,我们提供了评分的实用指南。