Number Needed to Treat (or Harm)

被引:0
|
作者
Martin R. Tramèr
Bernhard Walder
机构
[1] Department APSIC,Division of Anesthesiology
[2] Geneva University Hospitals,undefined
来源
World Journal of Surgery | 2005年 / 29卷
关键词
Experimental Intervention; Intracranial Aneurysm; Droperidol; Relative Risk Reduction; Hydroxyethylstarch;
D O I
暂无
中图分类号
学科分类号
摘要
The effect of a treatment versus controls may be expressed in relative or absolute terms. For rational decision-making, absolute measures are more meaningful. The number needed to treat, the reciprocal of the absolute risk reduction, is a powerful estimate of the effect of a treatment. It is particularly useful because it takes into account the underlying risk (what would happen without the intervention?). The number needed to treat tells us not only whether a treatment works but how well it works. Thus, it informs health care professionals about the effort needed to achieve a particular outcome. A number needed to treat should be accompanied by information about the experimental intervention, the control intervention against which the experimental intervention has been tested, the length of the observation period, the underlying risk of the study population, and an exact definition of the endpoint. A 95% confidence interval around the point estimate should be calculated. An isolated number needed to treat is rarely appropriate to summarize the usefulness of an intervention; multiple numbers needed to treat for benefit and harm are more helpful. Absolute risk reduction and number needed to treat should become standard summary estimates in randomized controlled trials.
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页码:576 / 581
页数:5
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