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Estimates, power and sample size calculations for two-sample ordinal outcomes under before-after study designs.

机译:在前后研究设计下对两个样本的序贯结果进行估计,功效和样本量计算。

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摘要

Sample size calculations are given for comparing two groups of subjects, typically referring to active and non-active intervention groups, on an ordinal outcome in experiments where the subjects are measured before and after intervention. These calculations apply to log-odds models with random intercepts, treatment, time and treatment-by-time interaction terms, the latter being the term of interest. The assumed forms of the odds ratios are flexible, allowing for proportional odds, adjacent categories, or other conditional models for ordinal responses. Simulations studies show that, for given sample sizes, the nominal and actual powers of the proposed test are similar.
机译:给出了样本量计算,用于比较两组受试者(通常是指主动干预组和非主动干预组)在实验中按序数结果进行比较的情况,其中在干预前后对受试者进行了测量。这些计算适用于具有随机截距,处理,时间和逐时交互项的对数奇数模型,后者是感兴趣的项。赔率比的假定形式是灵活的,允许比例赔率,相邻类别或其他有序响应的条件模型。仿真研究表明,对于给定的样本量,拟议测试的标称功效和实际​​功效相似。

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