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一种使用p值分布从真零假设估计比例的参数模型。

A parametric model to estimate the proportion from true null using a distribution for p-values.

作者信息

Yu Chang, Zelterman Daniel

机构信息

Department of Biostatistics, Vanderbilt University Medical Center, Nashville, TN 37232, U.S.A.

Department of Biostatistics, Yale University, New Haven, CT 06520, U.S.A.

出版信息

Comput Stat Data Anal. 2017 Oct;114:105-118. doi: 10.1016/j.csda.2017.04.008. Epub 2017 Apr 29.

Abstract

Microarray studies generate a large number of p-values from many gene expression comparisons. The estimate of the proportion of the p-values sampled from the null hypothesis draws broad interest. The two-component mixture model is often used to estimate this proportion. If the data are generated under the null hypothesis, the p-values follow the uniform distribution. What is the distribution of p-values when data are sampled from the alternative hypothesis? The distribution is derived for the chi-squared test. Then this distribution is used to estimate the proportion of p-values sampled from the null hypothesis in a parametric framework. Simulation studies are conducted to evaluate its performance in comparison with five recent methods. Even in scenarios with clusters of correlated p-values and a multicomponent mixture or a continuous mixture in the alternative, the new method performs robustly. The methods are demonstrated through an analysis of a real microarray dataset.

摘要

微阵列研究通过许多基因表达比较产生大量的p值。从原假设中抽样得到的p值比例估计引起了广泛关注。双组分混合模型常用于估计该比例。如果数据是在原假设下生成的,p值服从均匀分布。当从备择假设中抽样数据时,p值的分布是什么?推导了卡方检验的分布。然后在参数框架中使用该分布来估计从原假设中抽样得到的p值比例。进行了模拟研究以评估其与最近五种方法相比的性能。即使在具有相关p值聚类以及备择假设中的多组分混合或连续混合的情况下,新方法也表现稳健。通过对一个真实微阵列数据集的分析展示了这些方法。

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