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首页> 外文期刊>Cancer Informatics >Non-Negative Matrix Factorization for the Analysis of Complex Gene Expression Data: Identi?cation of Clinically Relevant Tumor Subtypes
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Non-Negative Matrix Factorization for the Analysis of Complex Gene Expression Data: Identi?cation of Clinically Relevant Tumor Subtypes

机译:用于复杂基因表达数据分析的非负矩阵分解:临床相关肿瘤亚型的识别

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摘要

Non-negative matrix factorization (NMF) is a relatively new approach to analyze gene expression data that models data by additive combinations of non-negative basis vectors (metagenes). The non-negativity constraint makes sense biologically as genes may either be expressed or not, but never show negative expression. We applied NMF to ?ve different microarray data sets. We estimated the appropriate number metagens by comparing the residual error of NMF reconstruction of data to that of NMF reconstruction of permutated data, thus ?nding when a given solution contained more information than noise. This analysis also revealed that NMF could not factorize one of the data sets in a meaningful way. We used GO categories and pre de?ned gene sets to evaluate the biological signi?cance of the obtained metagenes. By analyses of meta- genes speci?c for the same GO-categories we could show that individual metagenes activated different aspects of the same biological processes. Several of the obtained metagenes correlated with tumor subtypes and tumors with characteristic chromosomal translocations, indicating that metagenes may correspond to speci?c disease entities. Hence, NMF extracts biological relevant structures of microarray expression data and may thus contribute to a deeper understanding of tumor behavior.
机译:非负矩阵分解(NMF)是一种相对较新的方法,用于分析基因表达数据,该数据通过非负基向量(元)的加和组合对数据进行建模。非负性限制在生物学上是有意义的,因为基因可以表达也可以不表达,但从不显示负表达。我们将NMF应用于五个不同的微阵列数据集。我们通过比较数据的NMF重构的残差误差和置换数据的NMF重构的残差误差来估计适当数量的元基因,从而发现给定解包含的信息多于噪声。该分析还显示,NMF无法以有意义的方式分解其中一个数据集。我们使用GO类别和预定义的基因集来评估获得的元基因的生物学意义。通过对相同GO类别的特定特异基因的分析,我们可以证明单个元基因激活了同一生物学过程的不同方面。几个获得的元基因与肿瘤亚型和特征性染色体易位的肿瘤相关,这表明该基因可能对应于特定的疾病实体。因此,NMF提取了微阵列表达数据的生物学相关结构,因此可能有助于更深入地了解肿瘤行为。

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