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Detection of DNA copy number alterations using penalized least squares regression

机译:使用惩罚最小二乘回归检测DNA拷贝数变化

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Motivation: Genomic DNA copy number alterations are characteristic of many human diseases including cancer. Various techniques and platforms have been proposed to allow researchers to partition the whole genome into segments where copy numbers change between contiguous segments, and subsequently to quantify DNA copy number alterations. In this paper, we incorporate the spatial dependence of DNA copy number data into a regression model and formalize the detection of DNA copy number alterations as a penalized least squares regression problem. In addition, we use a stationary bootstrap approach to estimate the statistical significance and false discovery rate. Results: The proposed method is studied by simulations and illustrated by an application to an extensively analyzed dataset in the literature. The results show that the proposed method can correctly detect the numbers and locations of the true breakpoints while appropriately controlling the false positives.
机译:动机:基因组DNA拷贝数的改变是许多人类疾病(包括癌症)的特征。已经提出了各种技术和平台,以允许研究人员将整个基因组划分为片段,在这些片段中,相邻片段之间的拷贝数发生变化,然后量化DNA拷贝数的变化。在本文中,我们将DNA拷贝数数据的空间依赖性纳入回归模型,并将DNA拷贝数变化的检测形式化为惩罚最小二乘回归问题。此外,我们使用固定引导程序来估计统计显着性和错误发现率。结果:通过仿真研究了提出的方法,并通过在文献中对广泛分析的数据集的应用举例说明了该方法。结果表明,该方法可以正确检测假断点的数量和位置,同时适当地控制假阳性。

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