纵向参与者-伙伴相互依赖模型在大量缺失值情况下的表现:挑战和可能的替代方案。

IF 3.1 2区 心理学 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
Psychometrika Pub Date : 2025-06-13 DOI:10.1017/psy.2025.18
Yuanyuan Ji, Jordan Revol, Anna Schouten, Marieke J Schreuder, Eva Ceulemans
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引用次数: 0

摘要

对二元过程感兴趣的研究人员越来越多地收集大量的纵向数据(ILD),纵向参与者-伙伴相互依赖模型(L-APIM)是一种流行的建模方法。然而,由于不遵守和使用条件问题,ILD几乎总是不完整的。这些缺失的数据问题在二元研究中变得更加突出,因为合作伙伴经常错过不同的测量场合或不同意触发条件问题的特征。大量的缺失数据对L-APIM的估计性能提出了挑战。具体来说,我们发现当将L-APIM应用于具有大量缺失值的预先存在的双进日记数据时,会发生不收敛。通过模拟研究,我们系统地检查了L-APIM在具有缺失值的双矢ILD中的性能。与我们的说明性数据一致,我们发现非收敛经常发生在小样本量的条件下,而当分析确实收敛时,固定的个人参与者和伙伴效应被很好地估计出来。此外,考虑到L-APIM的潜在收敛失败,我们研究了31个备选模型,并在模拟和经验数据上评估了它们的性能,表明多个备选模型可以缓解收敛问题。总的来说,当L-APIM不能收敛时,我们建议拟合多个替代模型来检查结果的鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance of the Longitudinal Actor-Partner Interdependence Model in Case of Large Amounts of Missing Values: Challenges and Possible Alternatives.

Researchers interested in dyadic processes increasingly collect intensive longitudinal data (ILD), with the longitudinal actor-partner interdependence model (L-APIM) being a popular modeling approach. However, due to non-compliance and the use of conditional questions, ILD are almost always incomplete. These missing data issues become more prominent in dyadic studies, because partners often miss different measurement occasions or disagree about features that trigger conditional questions. Large amounts of missing data challenge the L-APIM's estimation performance. Specifically, we found that non-convergence occurred when applying the L-APIM to pre-existing dyadic diary data with a lot of missing values. Using a simulation study, we systematically examined the performance of the L-APIM in dyadic ILD with missing values. Consistent with our illustrative data, we found that non-convergence often occurred in conditions with small sample sizes, while the fixed within-person actor and partner effects were well estimated when analyses did converge. Additionally, considering potential convergence failures with the L-APIM, we investigated 31 alternative models and evaluated their performance on simulated and empirical data, showing that multiple alternatives may alleviate the convergence problems. Overall, when the L-APIM fails to converge, we recommend fitting multiple alternative models to check the robustness of the results.

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来源期刊
Psychometrika
Psychometrika 数学-数学跨学科应用
CiteScore
4.40
自引率
10.00%
发文量
72
审稿时长
>12 weeks
期刊介绍: The journal Psychometrika is devoted to the advancement of theory and methodology for behavioral data in psychology, education and the social and behavioral sciences generally. Its coverage is offered in two sections: Theory and Methods (T& M), and Application Reviews and Case Studies (ARCS). T&M articles present original research and reviews on the development of quantitative models, statistical methods, and mathematical techniques for evaluating data from psychology, the social and behavioral sciences and related fields. Application Reviews can be integrative, drawing together disparate methodologies for applications, or comparative and evaluative, discussing advantages and disadvantages of one or more methodologies in applications. Case Studies highlight methodology that deepens understanding of substantive phenomena through more informative data analysis, or more elegant data description.
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