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通过延迟相互作用实现大脑功能网络的频率依赖性组织。

Frequency-dependent organization of the brain's functional network through delayed-interactions.

机构信息

Department of Physics, Institute for Advanced Studies in Basic Sciences (IASBS), Zanjan, Iran.

Department of Physics, Institute for Advanced Studies in Basic Sciences (IASBS), Zanjan, Iran.

出版信息

Neural Netw. 2020 Dec;132:155-165. doi: 10.1016/j.neunet.2020.08.003. Epub 2020 Aug 20.

Abstract

The structure of the brain network exhibits modularity at multiple spatial scales. The effect of the modular structure on the brain dynamics has been the focus of several studies in recent years but many aspects remain to be explored. For example, it is not well-known how the delays in the transmission of signals between the neurons and the brain regions interact with the modular structure to determine the brain dynamics. In this paper, we show an important impact of the delays on the collective dynamics of brain networks with modular structure; that is, the degree of the synchrony between different brain regions depends on the oscillating frequency. In particular, we show that when increasing the frequency of the nodes the network transits from a global synchrony state to an asynchronous state, through a transition region over which the local synchrony inside the modules is stronger than the global synchrony. When the delays depend on the distance between the nodes, the modular structure of different spatial scales appears in the correlation matrix over different specific frequency bands, so that, finer spatial modular structures reveal in higher frequency bands. The results are corroborated by a simple theoretical argument and elaborated by simulations on several simplified modular networks and the connectome with different spatial resolutions.

摘要

大脑网络的结构在多个空间尺度上表现出模块性。模块结构对大脑动力学的影响是近年来几项研究的焦点,但仍有许多方面需要探索。例如,神经元之间信号的传递延迟与大脑区域的模块结构如何相互作用以确定大脑动力学,这一点还不是很清楚。在本文中,我们展示了延迟对具有模块结构的大脑网络集体动力学的重要影响;也就是说,不同大脑区域之间的同步程度取决于振荡频率。具体来说,我们表明,当增加节点的频率时,网络会从全局同步状态过渡到异步状态,在这个过渡区域中,模块内的局部同步强度大于全局同步强度。当延迟取决于节点之间的距离时,不同空间尺度的模块结构会出现在不同特定频带的相关矩阵中,因此,更精细的空间模块结构会在更高的频带中显现出来。这些结果得到了一个简单的理论论证的支持,并通过对几个简化的模块网络和具有不同空间分辨率的连接组的模拟进行了详细说明。

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