二元体
范畴变量
合作伙伴效应
广义线性混合模型
结果(博弈论)
高斯分布
心理学
相关性
混合模型
计量经济学
随机效应模型
结构方程建模
数学
计算机科学
统计
社会心理学
数理经济学
几何学
内科学
物理
荟萃分析
医学
量子力学
作者
Tom Loeys,Geert Molenberghs
出处
期刊:Psychological Methods
[American Psychological Association]
日期:2013-01-01
卷期号:18 (2): 220-236
被引量:44
摘要
When 2 people interact in a relationship, the outcome of each person can be affected by both his or her own inputs and his or her partner's inputs. For Gaussian dyadic outcomes, linear mixed models taking into account the correlation within dyads are frequently used to estimate actor's and partner's effects based on the actor-partner interdependence model. In this article, we explore the potential of generalized linear mixed models (GLMMs) for the analysis of non- Gaussian dyadic outcomes. Several approximation techniques that are available in standard software packages for these GLMMs are investigated. Despite the different modeling options related to these different techniques, none of these have an overall satisfactory performance in estimating actor and partner effects and the within-dyad correlation, especially when the latter is negative and/or the number of dyads is small. An approach based on generalized estimating equations for the analysis of non-Gaussian dyadic data turns out to be an interesting alternative.
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