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Power and sample size of cluster randomized trials.

机译:聚类随机试验的功效和样本量。

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摘要

This dissertation consists of three papers on clustered randomized clinical trials (CRTs). The first paper focuses on trials with two intervention groups of equal cluster size with a normally distributed outcome variable. We show that the number of clusters in each group and the cluster size contribute unequally to study power, and the number of clusters is the dominant factor. We also show the existence of an upper bound on power when the number of clusters is fixed and the cluster size tends to infinity. We report a minimum required number of clusters for a prespecified study power and cluster size. The minimum required number of clusters can serve as a feasibility criterion. We exploit our methods on the upper bound of power and indicate that a small increase in the number of clusters can substantially decrease the required cluster size.;The second paper focuses on the power and sample size of comparison of multiple intervention groups using analysis of variance (ANOVA). We provide power and sample size formulas under the framework of ANOVA in CRTs. We show all of the analogues to the two-group comparison in the multiple groups comparison, such as the importance of the number of clusters, the upper bound of power, and the minimum required number of clusters. We present the upper bound of power, the minimum required number of clusters, and cluster size.;The third paper focuses on trials with two groups when cluster size varies. We show that study power decreases with the coefficient of variation (CV) of cluster size for a given sample size. Again, we show that all of the analogues in the two-group comparison with equal cluster size apply to trials with unequal cluster size, such as the importance of the number of clusters, the upper bound of power, and the minimum required number of clusters. We present the upper bound of power, the minimum required number of clusters, and cluster size. We also investigate the relative efficiency of trials with un-equal versus equal cluster size.
机译:本文由三篇关于聚类随机临床试验(CRT)的论文组成。第一篇论文侧重于两个集群大小均等且干预变量正态分布的干预组的试验。我们表明,每组中的簇数和簇大小均不均等地影响研究能力,而簇数是主要因素。我们还显示了当簇数固定且簇大小趋于无穷大时,功率上限存在。我们报告了预先确定的研究能力和簇大小所需的最小簇数。所需的最小群集数可以用作可行性标准。我们在功效上限上利用了我们的方法,并指出聚类数量的少量增加可以实质上减少所需的聚类大小。;第二篇论文着重于使用方差分析比较多个干预组的功效和样本量(方差分析)。我们在CRT中的ANOVA框架下提供功效和样本量公式。我们在多组比较中显示了两组比较的所有类似物,例如群集数量的重要性,功率上限和所需的最小群集数量。我们介绍了功率的上限,所需的最小群集数和群集大小。;第三篇论文着重讨论了群集大小变化时两组的试验。我们表明,对于给定的样本大小,研究能力随簇大小的变异系数(CV)降低。同样,我们证明了两组比较中具有相同簇大小的所有类似物都适用于簇大小不相等的试验,例如簇数的重要性,幂的上限以及所需的最小簇数。我们介绍了功率的上限,所需的最小群集数和群集大小。我们还研究了集群大小不相等与相对相等的试验的相对效率。

著录项

  • 作者

    You, Zhiying.;

  • 作者单位

    The University of Alabama at Birmingham.;

  • 授予单位 The University of Alabama at Birmingham.;
  • 学科 Biology Biostatistics.
  • 学位 Ph.D.
  • 年度 2008
  • 页码 133 p.
  • 总页数 133
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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