Basic aspects of meta-analysis. Part 1

A. Suvorov, I. V. Latushkina, K. Gulyaeva, N. Bulanov, M. Nadinskaia, A. Zaikin
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引用次数: 0

Abstract

   Meta-analysis is one of the concepts of scientific methodology, and is a frequent but optional component of systematic reviews of empirical research. It joins the results of several scientific studies and tests one or more interrelated scientific hypotheses using quantitative (statistical) methods. This analysis can either use primary data from the original studies or published (secondary) results of studies dealing with the same problem. Meta-analysis is used to obtain an estimate of the magnitude of an unknown effect, and compare the results of different studies, identifying patterns or other relationships in them, as well as possible sources of disagreement. Meta-analyses are the highest level of credibility within evidence-based medicine (EBM), so meta-analysis results are considered as the most reliable source of evidence. Understanding all the procedures of a meta-analysis will allow researchers to analyze the results of such studies correctly, as well as formulate tasks when conducting meta-analyses on their own. In this article the reader will be introduced to key concepts such as weighted effects, heterogeneity, the different types of statistical models used, and how to work with some of the types of plots produced in meta-analyses.
元分析的基本方面。第1部分
元分析是科学方法论的概念之一,是实证研究系统综述中经常使用但可选的组成部分。它将若干科学研究的结果结合起来,并使用定量(统计)方法检验一个或多个相互关联的科学假设。这种分析既可以使用原始研究的主要数据,也可以使用处理相同问题的已发表的(次要)研究结果。荟萃分析用于估计未知影响的大小,并比较不同研究的结果,确定模式或它们之间的其他关系,以及可能的分歧来源。荟萃分析是循证医学(EBM)中可信度最高的研究,因此荟萃分析结果被认为是最可靠的证据来源。了解meta分析的所有程序将使研究人员能够正确地分析这些研究的结果,并在进行自己的meta分析时制定任务。本文将向读者介绍一些关键概念,如加权效应、异质性、使用的不同类型的统计模型,以及如何处理元分析中产生的一些类型的图。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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