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Signalling entropy: A novel network-theoretical framework for systems analysis and interpretation of functional omic data

机译:信号熵:功能OMIC数据的系统分析和解释的新型网络理论框架

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A key challenge in systems biology is the elucidation of the underlying principles, or fundamental laws, which determine the cellular phenotype. Understanding how these fundamental principles are altered in diseases like cancer is important for translating basic scientific knowledge into clinical advances. While significant progress is being made, with the identification of novel drug targets and treatments by means of systems biological methods, our fundamental systems level understanding of why certain treatments succeed and others fail is still lacking. We here advocate a novel methodological framework for systems analysis and interpretation of molecular omic data, which is based on statistical mechanical principles. Specifically, we propose the notion of cellular signalling entropy (or uncertainty), as a novel means of analysing and interpreting omic data, and more fundamentally, as a means of elucidating systems-level principles underlying basic biology and disease. We describe the power of signalling entropy to discriminate cells according to differentiation potential and cancer status. We further argue the case for an empirical cellular entropy-robustness correlation theorem and demonstrate its existence in cancer cell line drug sensitivity data. Specifically, we find that high signalling entropy correlates with drug resistance and further describe how entropy could be used to identify the achilles heels of cancer cells. In summary, signalling entropy is a deep and powerful concept, based on rigorous statistical mechanical principles, which, with improved data quality and coverage, will allow a much deeper understanding of the systems biological principles underlying normal and disease physiology.
机译:系统生物学中的一个关键挑战是阐明潜在的原则或决定细胞表型的基本律法。了解这些基本原理在癌症等疾病中改变了如何对将基本科学知识转化为临床进步至关重要。虽然正在取得重大进展,通过系统生物方法鉴定新药靶点和治疗,我们的基本系统级别了解为什么某些治疗成功,其他人失败仍然缺乏。我们在这里倡导了用于系统分析和解释的新型方法论框架,其分子OMIC数据是基于统计机械原理。具体而言,我们提出了蜂窝信令熵(或不确定性)的概念,作为分析和解释OMIC数据的新方法,并且更从根本上是阐明基本生物学和疾病的系统级原则的一种方法。我们描述了信号熵以根据分化潜力和癌症地位辨别细胞的力量。我们进一步讨论了经验细胞熵鲁棒性相关定理的情况,并证明其存在于癌细胞系药物敏感性数据中的存在。具体而言,我们发现高信令熵与耐药性相关,并进一步描述了如何使用熵的癌细胞血管曲线。总之,信号熵是一种深刻而强大的概念,基于严格的统计机械原理,随着数据质量和覆盖率的提高,将允许对正常和疾病生理学的系统生物学原理进行更深入的了解。

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