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Measures of Coupling between Neural Populations Based on Granger Causality Principle

机译:基于格兰杰因果关系原理的神经种群之间的耦合测度

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摘要

This paper shortly reviews the measures used to estimate neural synchronization in experimental settings. Our focus is on multivariate measures of dependence based on the Granger causality (G-causality) principle, their applications and performance in respect of robustness to noise, volume conduction, common driving, and presence of a “weak node.” Application of G-causality measures to EEG, intracranial signals and fMRI time series is addressed. G-causality based measures defined in the frequency domain allow the synchronization between neural populations and the directed propagation of their electrical activity to be determined. The time-varying G-causality based measure Short-time Directed Transfer Function (SDTF) supplies information on the dynamics of synchronization and the organization of neural networks. Inspection of effective connectivity patterns indicates a modular structure of neural networks, with a stronger coupling within modules than between them. The hypothetical plausible mechanism of information processing, suggested by the identified synchronization patterns, is communication between tightly coupled modules intermitted by sparser interactions providing synchronization of distant structures.
机译:本文简要回顾了用于估计实验环境中神经同步的措施。我们的重点是基于Granger因果关系(G-causality)原理的多变量依赖度量,它们在噪声,鲁棒性,体积传导,公共驱动和“弱节点”的鲁棒性方面的应用和性能。解决了因果关系措施在脑电图,颅内信号和功能磁共振成像时间序列中的应用。在频域中定义的基于G因果关系的度量可以确定神经种群之间的同步及其电活动的定向传播。基于时变G因果关系的度量短时定向传递函数(SDTF)提供了有关同步动力学和神经网络组织的信息。检查有效的连通性模式表明了神经网络的模块化结构,模块之间的耦合比它们之间的耦合强。由识别出的同步模式提出的信息处理的可能机制是紧密耦合的模块之间的通信,稀疏的交互作用会中断这些模块之间的通信,从而提供远距离结构的同步。

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