设计机器学习工具表征全开放反应网络的多稳定性

Shenghao Yao, AmirHosein Sadeghimanesh, Matthew England
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引用次数: 0

摘要

我们首次利用机器学习工具预测反应网络的多态性。化学反应网络(CRN)是一组物种(分子、蛋白质、细胞或动物)的相关数量如何随着时间的推移而变化的数学表述,涉及它们之间的相互作用。其数学描述的不仅仅是化学反应,还包括生态学、流行病学和人口动力学等生命科学的许多其他领域。当物种的浓度(或数量)不再变化时,我们就说 CRN 处于稳态。有些 CRN 达不到稳定状态,而有些 CRN 可能有不止一种稳定状态。属于后一类的 CRN 称为多稳态。多稳态是一个重要特性,例如细胞中的开关行为需要多稳态才能发生。现有的检测 CRN 是否多稳态的算法要么极其昂贵,要么只能用于特定类型的 CRN,因此需要一种新的机器学习方法。我们开发了一种新的 CRN 图表示法,用于图学习算法,从而解决了机器学习模型表示变长 CRN 数据的问题。我们提供了一个大型标签完全开放的 CRN 数据集,该数据集的生成需要开发新的 CRN 理论。然后,我们介绍了在该数据集上训练和测试图注意力网络模型的实验结果,结果显示该模型性能卓越。最后,我们在独立生成的验证数据上测试了模型的预测结果,证明了模型对不同类型 CRN 的通用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Designing Machine Learning Tools to Characterize Multistationarity of Fully Open Reaction Networks
We present the first use of machine learning tools to predict multistationarity of reaction networks. Chemical Reaction Networks (CRNs) are the mathematical formulation of how the quantities associated to a set of species (molecules, proteins, cells, or animals) vary as time passes with respect to their interactions with each other. Their mathematics does not describe just chemical reactions but many other areas of the life sciences such as ecology, epidemiology, and population dynamics. We say a CRN is at a steady state when the concentration (or number) of species do not vary anymore. Some CRNs do not attain a steady state while some others may have more than one possible steady state. The CRNs in the later group are called multistationary. Multistationarity is an important property, e.g. switch-like behaviour in cells needs multistationarity to occur. Existing algorithms to detect whether a CRN is multistationary or not are either extremely expensive or restricted in the type of CRNs they can be used on, motivating a new machine learning approach. We address the problem of representing variable-length CRN data to machine learning models by developing a new graph representation of CRNs for use with graph learning algorithms. We contribute a large dataset of labelled fully open CRNs whose production necessitated the development of new CRN theory. Then we present experimental results on the training and testing of a graph attention network model on this dataset, showing excellent levels of performance. We finish by testing the model predictions on validation data produced independently, demonstrating generalisability of the model to different types of CRN.
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