Computationally resolving heterogeneity in mixed genomic samples

R. Schwartz
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Abstract

With ever-advancing genomic technologies, it has become increasingly clear that cell-to-cell genomic variability is a ubiquitous feature of multicellular systems with importance to numerous phenomena in health and disease. While technologies for single-cell genomics are rapidly improving, though, they are still impractical for the scales needed to characterize genomic heterogeneity of complex mixtures across large patient populations, leaving the field highly dependent on computational inference to fill in the gaps in what it is practical to measure experimentally. Genomic deconvolution and phylogenetic methods have become subfields in themselves for making sense of still-limited genomic data in terms of coherent models of genomic heterogeneity. There is probably no system for which this phenomenon has been more intensively studied than cancers, where cell-to-cell genetic heterogeneity is now appreciated as key to tumor initiation, progression, and response to treatment. This talk will explore computational challenges in reconstructing models of genomic heterogeneity and the evolutionary processes by which it develops, as well as strategies for meeting those challenges, with particular focus on intra-tumor heterogeneity. It will in the process explore computational strategies for various sources of genomic data (bulk, single-cell, and combinations) and examine the tradeoffs between them. It will conclude with consideration of some emerging directions and open problems in studies of heterogeneity in multicellular systems, in cancers and beyond.
计算解决混合基因组样本的异质性
随着基因组技术的不断进步,越来越清楚的是,细胞间基因组变异性是多细胞系统中普遍存在的特征,对健康和疾病的许多现象都很重要。虽然单细胞基因组学技术正在迅速发展,但它们仍然无法用于表征大型患者群体中复杂混合物的基因组异质性所需的尺度,这使得该领域高度依赖于计算推断来填补实验测量的实际空白。基因组反褶积和系统发育方法本身已经成为子领域,用于根据基因组异质性的连贯模型来理解仍然有限的基因组数据。可能没有一个系统比癌症更深入地研究了这种现象,细胞间的遗传异质性现在被认为是肿瘤发生、进展和对治疗反应的关键。本讲座将探讨基因组异质性模型重建中的计算挑战及其发展的进化过程,以及应对这些挑战的策略,特别关注肿瘤内异质性。在这个过程中,它将探索各种基因组数据来源(大量、单细胞和组合)的计算策略,并检查它们之间的权衡。最后将考虑多细胞系统、癌症及其他领域异质性研究的一些新兴方向和开放问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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