Combining individual participant and aggregated data in a meta-analysis with correlational studies

被引:15
作者
Pigott, Terri [1 ]
Williams, Ryan [1 ]
Polanin, Joshua [1 ]
机构
[1] Loyola Univ, Sch Educ, Chicago, IL 60611 USA
关键词
IPD meta-analysis; AD meta-analysis; correlations; research synthesis; PATIENT-LEVEL; META-REGRESSION;
D O I
10.1002/jrsm.1051
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
This paper presents methods for combining individual participant data (IPD) with aggregated study level data (AD) in a meta-analysis of correlational studies. Although medical researchers have employed IPD in a wide range of studies, only a single example exists in the social sciences. New policies at the National Science Foundation requiring grantees to submit data archiving plans may increase social scientists' access to individual level data that could be combined with traditional meta-analysis. The methods presented here extend prior work on IPD to meta-analyses using correlational studies. The examples presented illustrate the synthesis of publicly available national datasets in education with aggregated study data from a meta-analysis examining the correlation of socioeconomic status measures and academic achievement. The major benefit of the inclusion of the individual level is that both within-study and between-study interactions among moderators of effect size can be estimated. Given the potential growth in data archives in the social sciences, we should see a corresponding increase in the ability to synthesize IPD and AD in a single meta-analysis, leading to a more complete understanding of how within-study and between-study moderators relate to effect size. Copyright (C) 2012 John Wiley & Sons, Ltd.
引用
收藏
页码:257 / 268
页数:12
相关论文
共 23 条
[1]   Meta-analysis of published studies or meta-analysis of individual data? Caesarean section in HIV-positive women as a study case [J].
Angelillo, IF ;
Villari, P .
PUBLIC HEALTH, 2003, 117 (05) :323-328
[2]  
Becker B.J., 2000, Handbook of applied and multivariate statistics and mathematical modeling, P499, DOI DOI 10.1016/B978-012691360-6/50018-5
[3]   The synthesis of regression slopes in meta-analysis [J].
Becker, Betsy Jane ;
Wu, Meng-Jia .
STATISTICAL SCIENCE, 2007, 22 (03) :414-429
[4]   Individual patient- versus group-level data meta-regressions for the investigation of treatment effect modifiers: ecological bias rears its ugly head [J].
Berlin, JA ;
Santanna, J ;
Schmid, CH ;
Szczech, LA ;
Feldman, HI .
STATISTICS IN MEDICINE, 2002, 21 (03) :371-387
[5]  
Borenstein M., 2021, INTRO META ANAL, DOI DOI 10.1002/9780470743386
[6]   Contributions of meta-analyses based on individual patient data to therapeutic progress in colorectal cancer [J].
Buyse, Marc .
INTERNATIONAL JOURNAL OF CLINICAL ONCOLOGY, 2009, 14 (02) :95-101
[7]   Maternal Age at Birth and Childhood Type 1 Diabetes: A Pooled Analysis of 30 Observational Studies [J].
Cardwell, Chris R. ;
Stene, Lars C. ;
Joner, Geir ;
Bulsara, Max K. ;
Cinek, Ondrej ;
Rosenbauer, Joachim ;
Ludvigsson, Johnny ;
Jane, Mireia ;
Svensson, Jannet ;
Goldacre, Michael J. ;
Waldhoer, Thomas ;
Jarosz-Chobot, Przemyslawa ;
Gimeno, Suely G. A. ;
Chuang, Lee-Ming ;
Parslow, Roger C. ;
Wadsworth, Emma J. K. ;
Chetwynd, Amanda ;
Pozzilli, Paolo ;
Brigis, Girts ;
Urbonaite, Brone ;
Sipetic, Sandra ;
Schober, Edith ;
Devoti, Gabriele ;
Ionescu-Tirgoviste, Constantin ;
de Beaufort, Carine E. ;
Stoyanov, Denka ;
Buschard, Karsten ;
Patterson, Chris C. .
DIABETES, 2010, 59 (02) :486-494
[8]   The Relative Benefits of Meta-Analysis Conducted With Individual Participant Data Versus Aggregated Data [J].
Cooper, Harris ;
Patall, Erika A. .
PSYCHOLOGICAL METHODS, 2009, 14 (02) :165-176
[9]   Meta-analysis using multilevel models with an application to the study of class size effects [J].
Goldstein, H ;
Yang, M ;
Omar, R ;
Turner, R ;
Thompson, S .
JOURNAL OF THE ROYAL STATISTICAL SOCIETY SERIES C-APPLIED STATISTICS, 2000, 49 :399-412
[10]   Random-effects meta-analysis of correlations: Monte Carlo evaluation of mean estimators [J].
Hafdahl, Adam R. .
BRITISH JOURNAL OF MATHEMATICAL & STATISTICAL PSYCHOLOGY, 2010, 63 (01) :227-254