共 50 条
Avoidable flaws in observational analyses: an application to statins and cancer
被引:0
|作者:
Barbra A. Dickerman
Xabier García-Albéniz
Roger W. Logan
Spiros Denaxas
Miguel A. Hernán
机构:
[1] Harvard T. H. Chan School of Public Health,Department of Epidemiology
[2] RTI Health Solutions,Institute of Health Informatics Research
[3] University College London,Health Data Research UK (HDR UK) London
[4] University College London,Department of Biostatistics
[5] The Alan Turing Institute,undefined
[6] Harvard T. H. Chan School of Public Health,undefined
[7] Harvard-MIT Division of Health Sciences and Technology,undefined
来源:
Nature Medicine
|
2019年
/
25卷
关键词:
D O I:
暂无
中图分类号:
学科分类号:
摘要:
The increasing availability of large healthcare databases is fueling an intense debate on whether real-world data should play a role in the assessment of the benefit–risk of medical treatments. In many observational studies, for example, statin users were found to have a substantially lower risk of cancer than in meta-analyses of randomized trials. Although such discrepancies are often attributed to a lack of randomization in the observational studies, they might be explained by flaws that can be avoided by explicitly emulating a target trial (the randomized trial that would answer the question of interest). Using the electronic health records of 733,804 UK adults, we emulated a target trial of statins and cancer and compared our estimates with those obtained using previously applied analytic approaches. Over the 10-yr follow-up, 28,408 individuals developed cancer. Under the target trial approach, estimated observational analogs of intention-to-treat and per-protocol 10-yr cancer-free survival differences were −0.5% (95% confidence interval (CI) −1.0%, 0.0%) and −0.3% (95% CI −1.5%, 0.5%), respectively. By contrast, previous analytic approaches yielded estimates that appeared to be strongly protective. Our findings highlight the importance of explicitly emulating a target trial to reduce bias in the effect estimates derived from observational analyses.
引用
收藏
页码:1601 / 1606
页数:5
相关论文