一种受控传递熵方法检测非对称系统中的相互作用

IF 2.6 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS Journal of Physics Complexity Pub Date : 2023-06-01 DOI:10.1088/2632-072X/acde2d
Rishita Das, M. Porfiri
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引用次数: 0

摘要

转移熵是一种选择的统计方法,用于支持从复杂系统的单个单元的时间序列推断其因果相互作用。对于由两个耦合单元组成的简单并矢系统,基于净传递熵的推理的成功应用依赖于单元之间的单向耦合及其齐次动力学。当单元双向耦合并且具有不同的动力学时会发生什么?通过分析和数值见解,我们表明,净转移熵可能会导致对主要影响方向的错误推断,这源于其对单元个体动力学的依赖。为了控制这些混淆效应,应该通过瞬时信息传递提供的最新框架,进一步了解单元的时间历史。在这一领域,我们展示了两种措施的使用:受控和完全受控的转移熵,无论来源和目标的个体动力学如何,这两种措施都能始终产生正确的主导耦合方向。通过对两个真实世界的例子的研究,我们确定了在推理因果机制时使用净转移熵的关键局限性,这需要社区的谨慎。
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A controlled transfer entropy approach to detect asymmetric interactions in heterogeneous systems
Transfer entropy is emerging as the statistical approach of choice to support the inference of causal interactions in complex systems from time-series of their individual units. With reference to a simple dyadic system composed of two coupled units, the successful application of net transfer entropy-based inference relies on unidirectional coupling between the units and their homogeneous dynamics. What happens when the units are bidirectionally coupled and have different dynamics? Through analytical and numerical insights, we show that net transfer entropy may lead to erroneous inference of the dominant direction of influence that stems from its dependence on the units’ individual dynamics. To control for these confounding effects, one should incorporate further knowledge about the units’ time-histories through the recent framework offered by momentary information transfer. In this realm, we demonstrate the use of two measures: controlled and fully controlled transfer entropies, which consistently yield the correct direction of dominant coupling irrespective of the sources and targets individual dynamics. Through the study of two real-world examples, we identify critical limitations with respect to the use of net transfer entropy in the inference of causal mechanisms that warrant prudence by the community.
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来源期刊
Journal of Physics Complexity
Journal of Physics Complexity Computer Science-Information Systems
CiteScore
4.30
自引率
11.10%
发文量
45
审稿时长
14 weeks
期刊最新文献
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