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Micro Array Based Gene Expression Analysis using Parametric Multivariate Tests per Gene - A Generalized Application of Multiple Procedures with Data-driven Order of Hypotheses

机译:基于每个基因的参数多变量检验的基于微阵列的基因表达分析-数据驱动假设的多重过程的广义应用

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Micro array technology allows the simultaneous analysis of ten-thousands of genes. Most often, however, the analysis is based on a few replications only. This causes problems in the application of classical multivariate tests which require sample sizes exceeding the number of observed variables. To overcome these problems, a class of stable, multivariate procedures based on the theory of spherical distributions has been proposed by L?uter, Glimm, and Kropf (1996). These methods allow the use of multivariate information of many genes for testing differential gene expression. Furthermore, multiple testing procedures based on these principles have been constructed (e.g., Kropf, L?uter, 2002), which strictly keep the familywise type I error rate (FWE). In this paper, these methods have been generalized to allow for the use of full multivariate information on expression intensities of individual genes analysed by the Affymetrix GeneChip technology. In contrast to the usual strategy, which constructs an expression score for each gene, based on averaging of the different oligonucleotide (perfect- and miss-match) information, and then performs some test on these summarized expression values, we suggest using a test procedure based on the complete multivariate perfect match information. We show that a multiple FWE-controlling procedure for normally distributed data proposed by Westfall, Kropf, and Finos (2004), can be generalised to a more powerful procedure based on left-spherically distributed scores derived from the perfect match information, without losing the FWE-controlling property. To illustrate the proposed test procedures, which have been implemented in the statistical programming environment R, we analyse two already published data sets, comparing gene expression of tumour and healthy tissues within identical patients and between two groups of different patients, respectively. Using these examples, we demonstrated that the incorporation of the multivariate perfect match information is superior to classical expression score based methods with respect to the number of identifiable differentially expressed genes.
机译:微阵列技术允许同时分析上万个基因。但是,大多数情况下,分析仅基于少量重复。这在经典多元检验的应用中引起问题,该检验要求样本量超过观察到的变量数。为了克服这些问题,Luter,Glimm和Kropf(1996)提出了一种基于球面分布理论的稳定的多元过程。这些方法允许使用许多基因的多变量信息来测试差异基因表达。此外,已经建立了基于这些原理的多种测试程序(例如,Kropf,Luter,2002),其严格保持了家族式I型错误率(FWE)。在本文中,已对这些方法进行了概括,以允许使用有关通过Affymetrix GeneChip技术分析的单个基因的表达强度的完整多变量信息。与通常的策略相反,该策略基于不同寡核苷酸(完美匹配和未匹配)信息的平均值来构建每个基因的表达得分,然后对这些汇总的表达值进行一些测试,我们建议使用测试程序基于完整的多元完美匹配信息。我们展示了由Westfall,Kropf和Finos(2004)提出的针对正态分布数据的多个FWE控制程序,可以基于从完美匹配信息得出的左球形分布分数,推广到更强大的程序,而不会丢失FWE控制属性。为了说明建议的测试程序,该程序已在统计编程环境R中实施,我们分析了两个已公开的数据集,分别比较了相同患者内以及两组不同患者之间肿瘤组织和健康组织的基因表达。使用这些示例,我们证明了在识别差异表达基因的数量方面,多元完美匹配信息的整合优于基于经典表达评分的方法。

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