共 50 条
A simple Cox approach to estimating risk ratios without sharing individual-level data in multisite studies
被引:1
|作者:
Shu, Di
[1
,2
]
Zou, Guangyong
[3
,4
]
Hou, Laura
[6
]
Petrone, Andrew B.
[5
,6
]
Maro, Judith C.
[5
,6
]
Fireman, Bruce H.
[7
]
Toh, Sengwee
[5
,6
]
Connolly, John G.
[5
,6
]
机构:
[1] Univ Penn, Perelman Sch Med, Dept Biostat Epidemiol & Informat, 423 Guardian Dr, Philadelphia, PA 19104 USA
[2] Childrens Hosp Philadelphia, Clin Futures, Philadelphia, PA 19146 USA
[3] Western Univ, Schulich Sch Med & Dent, Dept Epidemiol & Biostat, London, ON N6G 2M1, Canada
[4] Western Univ, Robarts Res Inst, London, ON N6A 3K7, Canada
[5] Harvard Med Sch, Dept Populat Med, Boston, MA 02215 USA
[6] Harvard Pilgrim Hlth Care Inst, Boston, MA 02215 USA
[7] Kaiser Permanente Northern Calif, Div Res, Oakland, CA 94612 USA
关键词:
Cox proportional hazards model;
hazard ratio;
modified Poisson regression;
multisite studies;
privacy protection;
risk ratio;
ACUTE MYOCARDIAL-INFARCTION;
PROPENSITY-SCORE;
ODDS RATIOS;
REGRESSION APPROACH;
STRATIFICATION;
SURVEILLANCE;
ASSOCIATION;
ADJUSTMENT;
INFLUENZA;
EVENTS;
D O I:
10.1093/aje/kwae188
中图分类号:
R1 [预防医学、卫生学];
学科分类号:
1004 ;
120402 ;
摘要:
Epidemiologic studies frequently use risk ratios to quantify associations between exposures and binary outcomes. When the data are physically stored at the sites of multiple data partners, it can be challenging to perform individual-level analysis if data cannot be pooled centrally due to privacy constraints. Existing methods either require multiple file transfers between each data partner and an analysis center (eg, distributed regression) or only provide approximate estimation of the risk ratio (eg, meta-analysis). Here we develop a practical method that requires a single transfer of 8 summary-level quantities from each data partner. Our approach leverages an existing risk-set method and software originally developed for Cox regression. Sharing only summary-level information, the proposed method provides risk ratio estimates and 95% CIs identical to those that would be provided-if individual-level data were pooled-by the modified Poisson regression. We justify the method theoretically, confirm its performance using simulated data, and implement it in a distributed analysis of COVID-19 data from the US Food and Drug Administration's Sentinel System.
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