Fixed-effect versus random-effect model in meta-analysis: How to decide?

被引:0
作者
Maitra, Souvik [1 ]
机构
[1] All India Inst Med Sci, Dept Anaesthesiol Pain Med & Crit Care, New Delhi, India
关键词
Fixed-effect model; heterogeneity; meta-analysis; random-effect model;
D O I
10.4103/ija.ija_1203_24
中图分类号
R614 [麻醉学];
学科分类号
100217 ;
摘要
Interpretation of meta-analysis requires an appropriate understanding of its statistical methods. Data synthesis methods are the basis of the meta-analytic process, and a thorough knowledge of the models used is essential. The two most widely used methods for data synthesis are the 'fixed-effect method' and the 'random-effect method'. The latter is commonly used when a 'significant heterogeneity' exists. This narrative review explains fixed- and random-effect models, the two most commonly used data synthesis models.
引用
收藏
页码:143 / 146
页数:4
相关论文
共 17 条
[1]  
[Anonymous], 2023, Cochrane Handbook for Systematic Reviews of Interventions Version 6.4 (Updated August 2023), DOI [10.1002/9780470712184.ch9, DOI 10.1002/9781119536604, 10.1002/9781119536604.ch9, DOI 10.1002/9781119536604.CH9]
[2]   Methods for estimating between-study variance and overall effect in meta-analysis of odds ratios [J].
Bakbergenuly, Ilyas ;
Hoaglin, David C. ;
Kulinskaya, Elena .
RESEARCH SYNTHESIS METHODS, 2020, 11 (03) :426-442
[3]   A basic introduction to fixed-effect and random-effects models for meta-analysis [J].
Borenstein, Michael ;
Hedges, Larry V. ;
Higgins, Julian P. T. ;
Rothstein, Hannah R. .
RESEARCH SYNTHESIS METHODS, 2010, 1 (02) :97-111
[4]   Random-Effects Meta-analysis of Inconsistent Effects: A Time for Change [J].
Cornell, John E. ;
Mulrow, Cynthia D. ;
Localio, Russell ;
Stack, Catharine B. ;
Meibohm, Anne R. ;
Guallar, Eliseo ;
Goodman, Steven N. .
ANNALS OF INTERNAL MEDICINE, 2014, 160 (04) :267-270
[5]   Fixed-Effect vs Random-Effects Models for Meta-Analysis: 3 Points to Consider [J].
Dettori, Joseph R. ;
Norvell, Daniel C. ;
Chapman, Jens R. .
GLOBAL SPINE JOURNAL, 2022, 12 (07) :1624-1626
[6]   Understanding Meta-Analysis Through Data Simulation With Applications to Power Analysis [J].
Gambarota, Filippo ;
Altoe, Gianmarco .
ADVANCES IN METHODS AND PRACTICES IN PSYCHOLOGICAL SCIENCE, 2024, 7 (01)
[7]  
Haidich AB, 2010, HIPPOKRATIA, V14, P29
[8]   Summing up evidence: one answer is not always enough [J].
Lau, J ;
Ioannidis, JPA ;
Schmid, CH .
LANCET, 1998, 351 (9096) :123-127
[9]   A brief note on the random-effects meta-analysis model and its relationship to other models [J].
McKenzie, Joanne E. ;
Veroniki, Areti Angeliki .
JOURNAL OF CLINICAL EPIDEMIOLOGY, 2024, 174
[10]  
Murad MH, 2015, Users' Guides to the Medical Literature: A Manual for Evidence-Based Clinical Practice, V3rd, P507