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使用稳健方差估计与三级模型对每项研究的多个结局综合效应。

Synthesizing effects for multiple outcomes per study using robust variance estimation versus the three-level model.

机构信息

Graduate School of Psychology, California Lutheran University, 60 West Olsen Road #4250, Thousand Oaks, CA, 91360, USA.

College of Education, University of Texas at Austin, 1912 Speedway, Stop D5800, Austin, TX, 78712, USA.

出版信息

Behav Res Methods. 2019 Feb;51(1):152-171. doi: 10.3758/s13428-018-1156-y.

Abstract

Primary studies increasingly report information that can be used to provide multiple effect sizes. Of interest in this study, primary studies might compare a treatment and a control group on multiple related outcomes that result in multiple dependent effect sizes to be synthesized. There are a number of ways to handle the resulting within-study "multiple-outcome" dependency. The present study focuses on use of the multilevel meta-analysis model (Van den Noortgate, López-López, Marín-Martínez, & Sánchez-Meca, 2013) and robust variance estimation (Hedges, Tipton, & Johnson, 2010) for handling this dependency, as well as for estimating outcome-specific mean effect sizes. We assessed these two approaches under various conditions that differed from each other in within-study sample size; the number of effect sizes per outcome; the number of outcomes per study; the number of studies per meta-analysis; the ratio of variances at Levels 1, 2, and 3; and the true correlation between pairs of effect sizes at the between-study level. Limitations and directions for future research are discussed.

摘要

原始研究越来越多地报告可以用于提供多个效应量的信息。在本研究中,原始研究可能会比较治疗组和对照组在多个相关结果上的差异,这些结果会产生多个依赖的效应量,需要进行综合分析。有多种方法可以处理研究内的“多结果”依赖性。本研究重点介绍了使用多层次元分析模型(Van den Noortgate、López-López、Marín-Martínez 和 Sánchez-Meca,2013)和稳健方差估计(Hedges、Tipton 和 Johnson,2010)来处理这种依赖性,以及估计特定结果的平均效应量。我们在不同的条件下评估了这两种方法,这些条件在研究内样本量、每个结果的效应量数量、每个研究的结果数量、每个元分析的研究数量、1 级、2 级和 3 级方差比以及研究间水平上两个效应量之间的真实相关性方面存在差异。讨论了局限性和未来研究的方向。

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