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时变节点度量与时间社区结构:避免误解的警示。

Time-varying nodal measures with temporal community structure: A cautionary note to avoid misinterpretation.

机构信息

Department of Psychology, Stanford University, Stanford, California.

Department of Clinical Neuroscience, Karolinska Institutet, Solna, Sweden.

出版信息

Hum Brain Mapp. 2020 Jun 15;41(9):2347-2356. doi: 10.1002/hbm.24950. Epub 2020 Feb 14.

Abstract

In network neuroscience, temporal network models have gained popularity. In these models, network properties have been related to cognition and behavior. Here, we demonstrate that calculating nodal properties that are dependent on temporal community structure (such as the participation coefficient [PC]) in time-varying contexts can potentially lead to misleading results. Specifically, with regards to the participation coefficient, increases in integration can be inferred when the opposite is occurring. Further, we present a temporal extension to the PC measure (temporal PC) that circumnavigates this problem by jointly considering all community partitions assigned to a node through time. The proposed method allows us to track a node's integration through time while adjusting for the possible changes in the community structure of the overall network.

摘要

在网络神经科学中,时间网络模型已经越来越受欢迎。在这些模型中,网络属性已经与认知和行为相关联。在这里,我们证明了在时变情境下计算依赖于时间社区结构的节点属性(例如参与系数 [PC])可能会导致误导性的结果。具体来说,就参与系数而言,当发生相反的情况时,会推断出整合度的增加。此外,我们提出了 PC 度量的时间扩展(temporal PC),通过同时考虑随时间分配给节点的所有社区分区来规避这个问题。所提出的方法允许我们在调整整个网络的社区结构可能发生的变化的同时,随时间跟踪节点的整合度。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/d704/7268033/a50b382c5601/HBM-41-2347-g001.jpg

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