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A New Approach to Handle Missing Covariate Data in Twin Research: With an Application to Educational Achievement Data

机译:双胞胎研究中处理协变量数据缺失的新方法:应用于教育成绩数据

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摘要

The often-used ACE model which decomposes phenotypic variance into additive genetic (A), common-environmental (C) and unique-environmental (E) parts can be extended to include covariates. Collection of these variables however often leads to a large amount of missing data, for example when self-reports (e.g. questionnaires) are not fully completed. The usual approach to handle missing covariate data in twin research results in reduced power to detect statistical effects, as only phenotypic and covariate data of individual twins with complete data can be used. Here we present a full information approach to handle missing covariate data that makes it possible to use all available data. A simulation study shows that, independent of missingness scenario, number of covariates or amount of missingness, the full information approach is more powerful than the usual approach. To illustrate the new method, we applied it to test scores on a Dutch national school achievement test (Eindtoets Basisonderwijs) in the final grade of primary school of 990 twin pairs. The effects of school-aggregated measures (e.g. school denomination, pedagogical philosophy, school size) and the effect of the sex of a twin on these test scores were tested. None of the covariates had a significant effect on individual differences in test scores.
机译:可以将表型方差分解为加性遗传(A),公共环境(C)和唯一环境(E)部分的常用ACE模型可以扩展为包括协变量。但是,这些变量的收集通常会导致大量的数据丢失,例如,当自我报告(例如问卷)未完全完成时。处理双胞胎研究中缺失的协变量数据的常用方法会降低检测统计效果的能力,因为只能使用具有完整数据的单个双胞胎的表型和协变量数据。在这里,我们提出了一种完整的信息方法来处理缺失的协变量数据,从而可以使用所有可用数据。仿真研究表明,与缺失方案,协变量数量或缺失量无关,完全信息方法比常规方法更强大。为了说明这种新方法,我们将其应用于荷兰国家学校成绩测验(Eindtoets Basisonderwijs)的最终成绩,该成绩为990对双胞胎。测试了学校综合量度(例如学校名称,教学理念,学校规模)的影响以及双胞胎性别对这些考试成绩的影响。这些协变量均未对测试分数的个体差异产生显着影响。

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