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与用于一个亚组与其他几个亚组同时比较的最小检验兼容的广义置信区间。

Generalized Confidence Intervals Compatible with the Min Test for Simultaneous Comparisons of One Subpopulation to Several Other Subpopulations.

作者信息

Soulakova Julia N

机构信息

Department of Statistics, University of Nebraska-Lincoln, 340 Hardin Hall-North, Lincoln, NE 68583-0963,.

出版信息

Commun Stat Theory Methods. 2017;46(19):9441-9449. doi: 10.1080/03610926.2016.1212072. Epub 2017 Jun 7.

Abstract

A problem where one subpopulation is compared to several other subpopulations in terms of means with the goal of estimating the smallest difference between the means commonly arises in biology, medicine, and many other scientific fields. A generalization of Strassburger, Bretz and Hochberg (2004) approach for two comparisons is presented for cases with three and more comparisons. The method allows constructing an interval-estimator for the smallest mean difference, which is compatible with the Min test. An application to a fluency-disorder study is illustrated. Simulations confirmed adequate probability coverage for normally distributed outcomes for a number of designs.

摘要

在生物学、医学以及许多其他科学领域中,经常会出现这样一个问题:将一个亚群体与其他几个亚群体在均值方面进行比较,目的是估计均值之间的最小差异。针对三次及更多次比较的情况,本文提出了Strassburger、Bretz和Hochberg(2004年)方法针对两次比较的一种推广。该方法允许构建一个与最小检验兼容的最小均值差异区间估计器。文中还举例说明了该方法在一项语言流畅性障碍研究中的应用。模拟结果证实了对于多种设计的正态分布结果,其概率覆盖率是足够的。

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