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Empirical Bayes analysis of unreplicated microarray data

机译:未复制的微阵列数据的经验贝叶斯分析

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Because of the high costs of microarray experiments and the availability of only limited biological materials, microarray experiments are often performed with a small number of replicates. Investigators, therefore, often have to perform their experiments with low replication or without replication. However, the heterogeneous error variability observed in microarray experiments increases the difficulty in analyzing microarray data without replication. No current analysis techniques are practically applicable to such microarray data analysis. We here introduce a statistical method, the so-called unreplicated heterogeneous error model (UHEM) for the microarray data analysis without replication. This method is possible by utilizing many adjacent-intensity genes for estimating local error variance after nonparametric elimination of differentially expressed genes between different biological conditions. We compared the performance of UHEM with three empirical Bayes prior specification methods: between-condition local pooled error, pseudo standard error, or adaptive standard error-based HEM. We found that our unreplicated HEM method is effective for the microarray data analysis when replication of an array experiment is impractical or prohibited.
机译:由于微阵列实验的高成本和仅有限的生物材料的可获得性,微阵列实验通常以少量重复进行。因此,研究人员通常必须以低复制或不复制的方式进行实验。但是,在微阵列实验中观察到的异构错误可变性增加了在不复制的情况下分析微阵列数据的难度。当前没有任何分析技术可实际应用于这种微阵列数据分析。我们在这里介绍一种统计方法,即无复制的微阵列数据分析的所谓非复制异构错误模型(UHEM)。通过在非生物学条件下非参数消除差异表达基因的非参数消除后,可以利用许多邻近强度基因来估计局部误差方差,从而实现该方法。我们将UHEM的性能与三种经验贝叶斯先验规范方法进行了比较:条件间局部合并误差,伪标准误差或基于自适应标准误差的HEM。我们发现,当阵列实验的复制不可行或被禁止时,我们的非复制HEM方法对于微阵列数据分析是有效的。

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