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衰老的计算系统生物学。

Computational systems biology of aging.

机构信息

School of Biomedical Engineering, Science and Health Systems, Drexel University, Bossone Research Center, Philadelphia, PA, USA.

出版信息

Wiley Interdiscip Rev Syst Biol Med. 2011 Jul-Aug;3(4):414-28. doi: 10.1002/wsbm.126. Epub 2010 Dec 31.

Abstract

Computational systems biology is expected to make major contributions to unravel the complex molecular mechanisms underlying the progression of aging in cells, tissues, and organisms. The development of computational approaches is, however, challenged by a wide spectrum of aging mechanisms participating on different levels of biological organization. The tight connectivity between the molecular constituents, functions, and cell states requires frameworks and strategies that extend beyond current practice to model, simulate, and predict the progression of aging and the emerging aging phenotypes. We provide a general overview of the specific computational tasks and opportunities in aging research, and discuss some illustrative systems level concepts in more detail. One example provided here is the assembly of a conceptual whole cell model that considers the temporal dynamics of the aging process grounded on molecular mechanisms. Another application is the assembly of interactomes, such as protein networks that allow us to analyze changes in network topology and interaction of proteins that have been implicated in aging with other cellular constituents and processes. We introduce the necessary key steps to build these applications and discuss their merits and future extensions for aging research. WIREs Syst Biol Med 2011 3 414-428 DOI: 10.1002/wsbm.126

摘要

计算系统生物学有望对揭示细胞、组织和生物体衰老过程中复杂的分子机制做出重大贡献。然而,计算方法的发展受到参与不同层次生物组织的广泛衰老机制的挑战。分子成分、功能和细胞状态之间的紧密连接需要超越当前实践的框架和策略,以建模、模拟和预测衰老的进展和出现的衰老表型。我们提供了衰老研究中特定计算任务和机会的概述,并更详细地讨论了一些说明性的系统水平概念。这里提供的一个示例是组装一个概念上的整体细胞模型,该模型考虑了基于分子机制的衰老过程的时间动态。另一个应用是组装相互作用组,例如允许我们分析与其他细胞成分和过程相互作用的与衰老相关的蛋白质的网络拓扑和相互作用变化的蛋白质网络。我们介绍了构建这些应用程序所需的关键步骤,并讨论了它们在衰老研究中的优点和未来扩展。WIREs 系统生物学与医学 2011 年 3 月 414-428 期 DOI:10.1002/wsbm.126

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