通过稀疏促进矩阵分解的fMRI空间的固有维数估计:人脑的“脑核”计数

H. Georgiou
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引用次数: 0

摘要

功能磁共振成像(fMRI)是一种强大的非侵入性工具,用于定位和分析大脑活动。本研究的重点是人类大脑功能特性的一个非常重要的方面,特别是在执行复杂认知任务时对并行性水平的估计。以功能磁共振成像为主要方式,通过纯粹的数据驱动信号处理和维数分析方法来研究人脑活动。具体来说,fMRI信号被视为一个多维数据空间,并通过在盲源分离(BSS)意义上的稀疏促进矩阵分解来研究其内在的“复杂性”。一个模拟和两个真实的fMRI数据集结合独立分量分析(ICA),通过检测统计独立的并发信号源来估计固有(真实)维数。这一分析提供了可靠的数据驱动的实验证据,证明了当执行视觉或视觉运动任务时,同时运行的独立活跃大脑过程的数量。结果证明,虽然这个数字不能被定义为硬阈值,而是一个连续的范围,但是当定义一个特定的激活水平时,可以在人脑活动中检测到并发进程的估计数量或松散的“脑核”。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Intrinsic dimension estimation of the fMRI space via sparsity-promoting matrix factorization: Counting the 'brain cores' of the human brain
Functional Magnetic Resonance Imaging (fMRI) is a powerful non-invasive tool for localizing and analyzing brain activity. This study focuses on one very important aspect of the functional properties of human brain, specifically the estimation of the level of parallelism when performing complex cognitive tasks. Using fMRI as the main modality, the human brain activity is investigated through a purely data-driven signal processing and dimensionality analysis approach. Specifically, the fMRI signal is treated as a multidimensional data space and its intrinsic 'complexity' is studied via sparsity-promoting matrix factorization in the sense of blind-source separation (BSS). One simulated and two real fMRI datasets are used in combination with Independent Component Analysis (ICA) for estimating the intrinsic (true) dimensionality via detection of statistically independent concurrent signal sources. This analysis provides reliable data-driven experimental evidence on the number of independent active brain processes that run concurrently when visual or visuo-motor tasks are performed. The results prove that, although this number is can not be defined as a hard threshold but rather as a continuous range, however when a specific activation level is defined, an estimated number of concurrent processes or the loose equivalent of 'brain cores' can be detected in human brain activity.
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