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健康受试者静息态脑连接组的持续特征。

𝓗 persistent features of the resting-state connectome in healthy subjects.

作者信息

Martínez-Riaño Darwin Eduardo, González Fabio, Gómez Francisco

机构信息

Departamento de Ingeniería de Sistemas e Industrial, Universidad Nacional de Colombia, Bogotá, Colombia.

Departamento de Matemáticas, Universidad Nacional de Colombia, Bogotá, Colombia.

出版信息

Netw Neurosci. 2023 Jan 1;7(1):234-253. doi: 10.1162/netn_a_00280. eCollection 2023.

Abstract

The analysis of the resting-state functional connectome commonly relies on graph representations. However, the graph-based approach is restricted to pairwise interactions, not suitable to capture high-order interactions, that is, more than two regions. This work investigates the existence of cycles of synchronization emerging at the individual level in the resting-state fMRI dynamic. These cycles or loops correspond to more than three regions interacting in pairs surrounding a closed space in the resting dynamic. We devised a strategy for characterizing these loops on the fMRI resting state using persistent homology, a data analysis strategy based on topology aimed to characterize high-order connectivity features robustly. This approach describes the loops exhibited at the individual level on a population of 198 healthy controls. Results suggest that these synchronization cycles emerge robustly across different connectivity scales. In addition, these high-order features seem to be supported by a particular anatomical substrate. These topological loops constitute evidence of resting-state high-order arrangements of interaction hidden on classical pairwise models. These cycles may have implications for the synchronization mechanisms commonly described in the resting state.

摘要

静息态功能连接组的分析通常依赖于图形表示。然而,基于图形的方法仅限于成对交互,不适用于捕捉高阶交互,即多于两个区域之间的交互。这项工作研究了静息态功能磁共振成像动态中个体水平上出现的同步循环的存在情况。这些循环或环对应于静息动态中围绕封闭空间成对相互作用的三个以上区域。我们设计了一种策略,使用持久同调(一种基于拓扑学的数据分析策略,旨在稳健地表征高阶连接特征)来表征功能磁共振成像静息态上的这些环。该方法描述了198名健康对照人群个体水平上出现的环。结果表明,这些同步循环在不同的连接尺度上都能稳健地出现。此外,这些高阶特征似乎由特定的解剖学基质支持。这些拓扑环构成了隐藏在经典成对模型中的静息态高阶交互排列的证据。这些循环可能对静息态中通常描述的同步机制有影响。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/431e/10270719/118578b2d1d7/netn-7-1-234-g001.jpg

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