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病例-时间-对照设计

The case-time-control design.

作者信息

Suissa S

机构信息

Department of Epidemiology and Biostatistics, McGill University, Quebec, Canada.

出版信息

Epidemiology. 1995 May;6(3):248-53. doi: 10.1097/00001648-199505000-00010.

DOI:10.1097/00001648-199505000-00010
PMID:7619931
Abstract

Assessing the known or intended effects of a drug using non-experimental epidemiologic designs is often infeasible because of the absence of accurate data on a major confounder, the severity of the disease treated by this drug. To circumvent this problem of confounding by indication, I propose the case-time-control design, which does not require a measure of this confounder. Instead, the design uses subjects from a conventional case-control design as their own controls and thus requires that exposure be measurable at two or more points in time. I present a logistic model to estimate relative risks under this design and illustrate the method with data from a case-control study of 129 cases of fatal or near-fatal asthma and 655 controls. The exposure of interest was quantity of use of inhaled beta-agonists, drugs prescribed for the treatment of asthma. I found that the "best" estimate of relative risk for high vs low beta-agonist use using the conventional case-control approach is 3.1 [95% confidence interval (CI) = 1.8-5.4], which inherently includes the confounding effect of unmeasured severity. The corresponding estimate of drug effect using the proposed case-time-control approach is 1.2 (95% CI = 0.5-3.0), which excludes the confounding effect of unmeasured severity. This example indicates that the class of beta-agonists may not play the leading role attributed to it in the risk of fatal or near-fatal asthma, as had been previously suspected, except perhaps at excessive doses, as indicated by the dose-response analyses.

摘要

由于缺乏关于一个主要混杂因素(即该药物所治疗疾病的严重程度)的准确数据,使用非实验性流行病学设计来评估药物的已知或预期效果往往是不可行的。为了规避这种因适应症导致的混杂问题,我提出了病例-时间-对照设计,该设计不需要对这个混杂因素进行测量。相反,该设计将传统病例对照设计中的受试者作为他们自己的对照,因此要求暴露在两个或更多时间点是可测量的。我提出了一个逻辑模型来估计该设计下的相对风险,并用一项针对129例致命或近乎致命哮喘病例和655例对照的病例对照研究数据来说明该方法。感兴趣的暴露因素是吸入性β-激动剂(用于治疗哮喘的药物)的使用量。我发现,使用传统病例对照方法,高剂量与低剂量β-激动剂使用的相对风险的“最佳”估计值为3.1[95%置信区间(CI)=1.8 - 5.4],这其中固有地包含了未测量的严重程度的混杂效应。使用所提出的病例-时间-对照方法对药物效果的相应估计值为1.2(95%CI = 0.5 - 3.0),这排除了未测量的严重程度的混杂效应。这个例子表明,正如之前所怀疑的那样,除了可能在过量剂量的情况下(剂量反应分析表明),β-激动剂类别可能在致命或近乎致命哮喘风险中并不起之前所认为的主导作用。

相似文献

1
The case-time-control design.病例-时间-对照设计
Epidemiology. 1995 May;6(3):248-53. doi: 10.1097/00001648-199505000-00010.
2
Patterns of increasing beta-agonist use and the risk of fatal or near-fatal asthma.β受体激动剂使用增加模式与致命或近乎致命哮喘的风险
Eur Respir J. 1994 Sep;7(9):1602-9. doi: 10.1183/09031936.94.07091602.
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Is the association between inhaled beta-agonist use and life-threatening asthma because of confounding by severity?吸入性β-受体激动剂的使用与因严重程度混淆导致的危及生命的哮喘之间是否存在关联?
Am Rev Respir Dis. 1993 Jul;148(1):75-9. doi: 10.1164/ajrccm/148.1.75.
4
The use of beta-agonists and the risk of death and near death from asthma.β-激动剂的使用与哮喘导致的死亡及濒死风险
N Engl J Med. 1992 Feb 20;326(8):501-6. doi: 10.1056/NEJM199202203260801.
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Case-control study of salmeterol and near-fatal attacks of asthma.沙美特罗与哮喘致死性发作的病例对照研究
Thorax. 1998 Jan;53(1):7-13. doi: 10.1136/thx.53.1.7.
6
Confounding by indication and channeling over time: the risks of beta 2-agonists.随时间推移的指征性混杂和渠道化:β2激动剂的风险
Am J Epidemiol. 1996 Dec 15;144(12):1161-9. doi: 10.1093/oxfordjournals.aje.a008895.
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Double trouble: impact of inappropriate use of asthma medication on the use of health care resources.双重麻烦:哮喘药物使用不当对医疗资源利用的影响
CMAJ. 2001 Mar 6;164(5):625-31.
8
Re: "Confounding by indication and channeling over time: the risks of beta2-agonists".关于:“随时间推移的指征性混杂和渠道效应:β2 激动剂的风险”。
Am J Epidemiol. 1997 Nov 15;146(10):885-7. doi: 10.1093/oxfordjournals.aje.a009210.
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Clinical complexity and epidemiologic uncertainty in case-control research. Fenoterol and asthma management.病例对照研究中的临床复杂性和流行病学不确定性。非诺特罗与哮喘管理。
Chest. 1991 Dec;100(6):1586-91. doi: 10.1378/chest.100.6.1586.
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Low-dose inhaled corticosteroids and the prevention of death from asthma.低剂量吸入性糖皮质激素与哮喘死亡的预防
N Engl J Med. 2000 Aug 3;343(5):332-6. doi: 10.1056/NEJM200008033430504.

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