自相关
空间分析
计算机科学
功能磁共振成像
神经科学
网络拓扑
静息状态功能磁共振成像
人工智能
神经影像学
拓扑(电路)
模式识别(心理学)
心理学
数学
统计
组合数学
操作系统
作者
Maxwell Shinn,Amber Hu,Laurel Turner,Stephanie Noble,Katrin H. Preller,Jie Lisa Ji,Flora Moujaes,Sophie Achard,Dustin Scheinost,R. Todd Constable,John H. Krystal,Franz X. Vollenweider,Daeyeol Lee,Alan Anticevic,Edward T. Bullmore,John D. Murray
标识
DOI:10.1038/s41593-023-01299-3
摘要
High-throughput experimental methods in neuroscience have led to an explosion of techniques for measuring complex interactions and multi-dimensional patterns. However, whether sophisticated measures of emergent phenomena can be traced back to simpler, low-dimensional statistics is largely unknown. To explore this question, we examined resting-state functional magnetic resonance imaging (rs-fMRI) data using complex topology measures from network neuroscience. Here we show that spatial and temporal autocorrelation are reliable statistics that explain numerous measures of network topology. Surrogate time series with subject-matched spatial and temporal autocorrelation capture nearly all reliable individual and regional variation in these topology measures. Network topology changes during aging are driven by spatial autocorrelation, and multiple serotonergic drugs causally induce the same topographic change in temporal autocorrelation. This reductionistic interpretation of widely used complexity measures may help link them to neurobiology. Individual variation in fMRI-derived brain networks is reproduced in a model using only the smoothness (autocorrelation) of the fMRI time series. Smoothness has implication for aging and can be causally manipulated by psychedelic serotonergic drugs.
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