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估计连续型结局的样本量,比较两个以上大小不等的平行组。

Estimating sample size for continuous outcomes, comparing more than two parallel groups with unequal sizes.

作者信息

Singer J

机构信息

Chinoin Pharmaceutical and Chemical Works Ltd., Clinical Research Unit, Budapest, Hungary.

出版信息

Stat Med. 1997 Dec 30;16(24):2805-11. doi: 10.1002/(sici)1097-0258(19971230)16:24<2805::aid-sim676>3.0.co;2-b.

DOI:10.1002/(sici)1097-0258(19971230)16:24<2805::aid-sim676>3.0.co;2-b
PMID:9483715
Abstract

This paper contains a short generalization of a known method for sample size determination in the case of more than two parallel groups. The term 'set of allocation ratios' corresponding to the allocation ratio from the two-group design is defined. A formula using these ratios to determine the non-centrality parameter of the F distribution is deduced. It is shown that in case of more than two groups, equal group numbers does not constitute an optimal design. Two worked examples are presented.

摘要

本文包含了一种已知方法的简短推广,该方法用于确定两个以上平行组情况下的样本量。定义了与两组设计中的分配比相对应的“分配比集”。推导了一个使用这些比率来确定F分布非中心参数的公式。结果表明,在两组以上的情况下,相等的组数并不构成最优设计。给出了两个实例。

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