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Noise sampling method: an ANOVA approach allowing robust selection of differentially regulated genes measured by DNA microarrays

机译:噪声采样方法:一种方差分析方法,可以可靠地选择由DNA微阵列测量的差异调节基因

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Motivation: A crucial step in microarray data analysis is the selection of subsets of interesting genes from the initial set of genes. In many cases, especially when comparing a specific condition to a reference, the genes of interest are those which are differentially expressed. Two common methods for gene selection are: (a) selection by fold difference (at least n fold variation) and (b) selection by altered ratio (at least n standard deviations away from the mean ratio). Results: The novel method proposed here is based on ANOVA and uses replicate spots to estimate an empirical distribution of the noise. The measured intensity range is divided in a number of intervals. A noise distribution is constructed for each such interval. Bootstrapping is used to map the desired confidence levels from the noise distribution corresponding to a given interval to the measured log ratios in that interval. If the method is applied on individual arrays having replicate spots, the method can calculate an overall width of the noise distribution which can be used as an indicator of the array quality. We compared this method with the fold change and unusual ratio method. We also discuss the relationship with an ANOVA model proposed by Churchill et al. In silico experiments were performed while controlling the degree of regulation as well as the amount of noise. Such experiments show the performance of the classical method can be very unsatisfactory. We also compared the results of the 2-fold method with the results of the noise sampling method using pre and post immortalization cell lines derived from the MDAH041 fibroblasts hybridized on Affymetrix GeneChip arrays. The 2-fold method reported 198 genes as upregulated and 493 genes as downregulated. The noise sampling method reported 98 gene upregulated and 240 genes downregulated at the 99.99% confidence level. The methods agreed on 221 genes downregulated and 66 genes upregulated. Fourteen genes from the subset of genes reported by both methods were all confirmed by Q-RT-RCR. Alternative assays on various subsets of genes on which the two methods disagreed suggested that the noise sampling method is likely to provide fewer false positives.
机译:动机:微阵列数据分析中的关键步骤是从最初的一组基因中选择感兴趣的基因的子集。在许多情况下,尤其是将特定条件与参考条件进行比较时,目的基因是差异表达的基因。两种常见的基因选择方法是:(a)通过倍数差异(至少n倍变异)进行选择,以及(b)通过改变的比率(至少n个偏离平均比率的标准差)进行选择。结果:此处提出的新方法基于ANOVA,并使用重复斑点估算噪声的经验分布。测得的强度范围分为多个间隔。针对每个这样的间隔构造噪声分布。自举用于将所需的置信度从对应于给定间隔的噪声分布映射到该间隔中的测得对数比。如果将该方法应用于具有重复斑点的单个阵列,则该方法可以计算噪声分布的总宽度,该总宽度可用作阵列质量的指标。我们将该方法与倍数变化和异常比率方法进行了比较。我们还讨论了与丘吉尔等人提出的方差分析模型之间的关系。进行计算机模拟实验,同时控制调节程度和噪声量。这样的实验表明经典方法的性能可能非常不令人满意。我们还比较了使用Affymetrix GeneChip阵列上杂交的MDAH041成纤维细胞衍生的永生化细胞之前和之后永生化细胞系的2倍方法的结果与噪声采样方法的结果。 2倍方法报道了198个基因上调,而493个基因下调。噪声采样方法报告了98个基因的上调和240个基因的下调(置信度为99.99%)。这些方法对221个基因被下调,对66个基因被上调。 Q-RT-RCR证实了两种方法报告的基因子集中的14个基因。两种方法不同的是,对基因的各个子集进行的替代分析表明,噪声采样方法可能会提供较少的假阳性。

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