Cancer Research UK Cambridge Institute, University of Cambridge, Li Ka Shing Centre, Robinson Way, Cambridge, CB2 0RE, UK.
European Molecular Biology Laboratory (EMBL), Genome Biology Unit, 69117, Heidelberg, Germany.
Sci Rep. 2018 Jan 22;8(1):1300. doi: 10.1038/s41598-017-14403-y.
Telomere length is a risk factor in disease and the dynamics of telomere length are crucial to our understanding of cell replication and vitality. The proliferation of whole genome sequencing represents an unprecedented opportunity to glean new insights into telomere biology on a previously unimaginable scale. To this end, a number of approaches for estimating telomere length from whole-genome sequencing data have been proposed. Here we present Telomerecat, a novel approach to the estimation of telomere length. Previous methods have been dependent on the number of telomeres present in a cell being known, which may be problematic when analysing aneuploid cancer data and non-human samples. Telomerecat is designed to be agnostic to the number of telomeres present, making it suited for the purpose of estimating telomere length in cancer studies. Telomerecat also accounts for interstitial telomeric reads and presents a novel approach to dealing with sequencing errors. We show that Telomerecat performs well at telomere length estimation when compared to leading experimental and computational methods. Furthermore, we show that it detects expected patterns in longitudinal data, repeated measurements, and cross-species comparisons. We also apply the method to a cancer cell data, uncovering an interesting relationship with the underlying telomerase genotype.
端粒长度是疾病的一个风险因素,端粒长度的动态对于我们理解细胞复制和活力至关重要。全基因组测序的普及为我们提供了一个前所未有的机会,可以以前所未有的规模深入了解端粒生物学。为此,已经提出了许多从全基因组测序数据估算端粒长度的方法。在这里,我们提出了 Telomerecat,这是一种估算端粒长度的新方法。以前的方法依赖于已知细胞中端粒的数量,这在分析非整倍体癌症数据和非人类样本时可能会出现问题。Telomerecat 设计为不依赖于存在的端粒数量,使其适合于癌症研究中估算端粒长度的目的。Telomerecat 还考虑了间质端粒读取,并提出了一种处理测序错误的新方法。我们表明,与领先的实验和计算方法相比,Telomerecat 在端粒长度估计方面表现良好。此外,我们表明它可以检测到纵向数据、重复测量和跨物种比较中的预期模式。我们还将该方法应用于癌细胞数据,揭示了与潜在的端粒酶基因型之间的有趣关系。