样本量测定
置信区间
统计
透视图(图形)
样品(材料)
数学
统计能力
概率逻辑
区间(图论)
无效假设
区间估计
计算机科学
计量经济学
色谱法
组合数学
化学
几何学
作者
Ken Kelley,Scott E. Maxwell,Joseph R. Rausch
标识
DOI:10.1177/0163278703255242
摘要
Sample-size planning historically has been approached from a power analytic perspective in order to have some reasonable probability of correctly rejecting the null hypothesis. Another approach that is not as well-known is one that emphasizes accuracy in parameter estimation (AIPE). From the AIPE perspective, sample size is chosen such that the expected width of a confidence interval will be sufficiently narrow. The rationales of both approaches are delineated and two procedures are given for estimating the sample size from the AIPE perspective for a two-group mean comparison. One method yields the required sample size, such that the expected width of the computed confidence interval will be the value specified. A modification allows for a defined degree of probabilistic assurance that the width of the computed confidence interval will be no larger than specified. The authors emphasize that the correct conceptualization of sample-size planning depends on the research questions and particular goals of the study.
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