University of Washington, Seattle, WA, USA.
Behav Res Methods. 2010 Feb;42(1):3-22. doi: 10.3758/BRM.42.1.3.
Sequential stopping rules (SSRs) should augment traditional hypothesis tests in many planned experiments, because they can provide the same statistical power with up to 30% fewer subjects without additional education or software. This article includes new Monte-Carlo-generated power curves and tables of stopping criteria based on the p values from simulated t tests and one-way ANOVAs. The tables improve existing SSR techniques by holding alpha very close to a target value when 1-10 subjects are added at each iteration. The emphasis is on small sample sizes (3-40 subjects per group) and large standardized effect sizes (0.8-2.0). The generality of the tables for dependent samples and one-tailed tests is discussed. SSR methods should be of interest to ethics bodies governing research when it is desirable to limit the number of subjects tested, such as in studies of pain, experimental disease, or surgery with animal or human subjects.
序贯停止规则(SSR)应该在许多计划好的实验中补充传统的假设检验,因为它们可以在不增加教育或软件的情况下,将相同的统计功效提高多达 30%,而所需的受试者数量减少 30%。本文包括新的基于模拟 t 检验和单向方差分析 p 值的蒙特卡罗生成的功效曲线和停止标准表。这些表格通过在每次迭代时将 alpha 值保持在接近目标值的位置,改进了现有的 SSR 技术,当每次迭代时添加 1-10 个受试者时。重点是小样本量(每组 3-40 个受试者)和大标准化效应量(0.8-2.0)。还讨论了依赖样本和单侧检验的表格的通用性。当希望限制测试的受试者数量时,例如在疼痛、实验性疾病或动物或人类受试者的手术研究中,SSR 方法应该引起管理研究的伦理机构的兴趣。