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一种基于通用模型的因果推断方法克服了同步性和间接效应的难题。

A general model-based causal inference method overcomes the curse of synchrony and indirect effect.

作者信息

Park Se Ho, Ha Seokmin, Kim Jae Kyoung

机构信息

Department of Mathematics, University of Wisconsin-Madison, Madison, WI, 53706, USA.

Biomedical Mathematics Group, Institute for Basic Science, Daejeon, 34126, Republic of Korea.

出版信息

Nat Commun. 2023 Jul 24;14(1):4287. doi: 10.1038/s41467-023-39983-4.

Abstract

To identify causation, model-free inference methods, such as Granger Causality, have been widely used due to their flexibility. However, they have difficulty distinguishing synchrony and indirect effects from direct causation, leading to false predictions. To overcome this, model-based inference methods that test the reproducibility of data with a specific mechanistic model to infer causality were developed. However, they can only be applied to systems described by a specific model, greatly limiting their applicability. Here, we address this limitation by deriving an easily testable condition for a general monotonic ODE model to reproduce time-series data. We built a user-friendly computational package, General ODE-Based Inference (GOBI), which is applicable to nearly any monotonic system with positive and negative regulations described by ODE. GOBI successfully inferred positive and negative regulations in various networks at both the molecular and population levels, unlike existing model-free methods. Thus, this accurate and broadly applicable inference method is a powerful tool for understanding complex dynamical systems.

摘要

为了确定因果关系,诸如格兰杰因果关系等无模型推理方法因其灵活性而被广泛使用。然而,它们难以区分同步性和间接效应与直接因果关系,从而导致错误预测。为了克服这一问题,开发了基于模型的推理方法,该方法使用特定的机制模型测试数据的可重复性以推断因果关系。然而,它们只能应用于由特定模型描述的系统,这极大地限制了它们的适用性。在此,我们通过推导一个易于测试的条件来解决这一限制,该条件用于一般单调常微分方程(ODE)模型以重现时间序列数据。我们构建了一个用户友好的计算软件包,基于一般常微分方程的推理(GOBI),它适用于几乎任何由ODE描述的具有正负调控的单调系统。与现有的无模型方法不同,GOBI成功推断出了分子和群体水平上各种网络中的正负调控。因此,这种准确且广泛适用的推理方法是理解复杂动态系统的有力工具。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/d2a9/10366229/a8a24d711d21/41467_2023_39983_Fig1_HTML.jpg

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