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On tests of equivalence via non-unity relative risk for matched-pair design.

机译:在通过配对的非统一相对风险进行等价测试时。

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摘要

Matched-pair design is often used in clinical trials to increase the efficiency of treatment comparison. We consider the problem of equivalence test with a relative risk endpoint in matched-pair studies with binary outcomes, and develop several score and Wald-type statistics for testing a hypothesis of non-unity relative risk. Examples from an assessment of HIV screening test and a cross-over clinical trial of soft contact lenses are used to illustrate the proposed methods. Through simulations we compare the empirical performance of these tests with the test proposed by Lachenbruch and Lynch. We show that a score test based on a reparameterized multinomial model by Tango performs best in the sense that the test satisfactorily controls the type I error rate and its empirical type I error rates are generally much closer to the prespecified nominal significance level than those of the other tests.
机译:匹配对设计通常用于临床试验中,以提高治疗比较的效率。我们在具有二元结果的配对研究中考虑了具有相对风险终点的等价测试问题,并开发了多个评分和Wald型统计数据来检验非统一相对风险的假设。通过对HIV筛查测试的评估和软性隐形眼镜的交叉临床试验中的示例来说明所建议的方法。通过模拟,我们将这些测试的经验性能与Lachenbruch和Lynch提出的测试进行了比较。我们表明,基于Tango的重新参数化多项式模型的得分测试表现最佳,因为该测试可以令人满意地控制I型错误率,并且其I型经验性错误率通常比I型错误率更接近预定的名义显着性水平。其他测试。

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