在对依赖效应大小的元分析中,调整纠正选择性报告偏差的方法
Man Chen1, James E Pustejovsky2
1Department of Educational Psychology, University of Texas at Austin.
Psychological methods
|July 10, 2025
概括
选择性报告偏差会扭曲元分析结果. 新的方法对这种偏差进行调整,即使是依赖效应大小的方法,也提高了系统审查的准确性.
科学领域:
- 进行元分析和统计方法论.
- 生物统计学和研究方法学.
背景情况:
- 选择性报告偏差发生在研究结果根据统计学意义或大小被选择出版时.
- 这种偏见可能导致过高估计的效果大小,增加I型错误率,以及元分析中的错误结论.
- 纠正选择性报告偏差的现有统计方法通常假定效应大小的独立性,这种条件在实践中经常被违反.
研究的目的:
- 评估当前选择性报告调整方法的性能,当效果大小是依赖的.
- 建议和评估新的调整方法的适应,以考虑效果大小之间的依赖性.
- 提供指导,以纠正受影响大小依赖的元分析中的选择性报告偏差.
主要方法:
- 使用依赖效应大小估计进行了模拟研究.
- 研究了现有和新调整的选择性报告调整方法的性能.
- 专注于估计整体平均效应,评估偏差,根-平均-平方误差和置信区间属性.
主要成果:
- 当效果大小依赖时,当前调整方法可能执行不充分.
- 新的改编证明了在纠正依赖下选择性报告偏差方面表现的提高.
- 拟议的多变量工作模型和权衡方案有效地处理效果大小依赖.
结论:
- 选择性报告偏差调整需要明确考虑效应大小之间的依赖关系的方法.
- 新的改编为具有相关效果大小的元分析提供了更强大的方法.
- 调查结果为元分析师提供了切实可行的建议,以减轻偏见并提高系统性审查的可靠性.
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