Network scaling effects in graph analytic studies of human resting-state fMRI data

被引:351
作者
Fornito, Alex [1 ,2 ]
Zalesky, Andrew [2 ]
Bullmore, Edward T. [1 ,3 ]
机构
[1] Univ Cambridge, Dept Psychiat, Brain Mapping Unit, Cambridge, England
[2] Univ Melbourne, Dept Psychiat, Melbourne Neuropsychiat Ctr, Melbourne, Vic, Australia
[3] Addenbrookes Hosp, GSK Clin Unit Cambridge, Cambridge, England
关键词
spontaneous; BOLD; complex; cortex;
D O I
10.3389/fnsys.2010.00022
中图分类号
Q189 [神经科学];
学科分类号
071006 ;
摘要
Graph analysis has become an increasingly popular tool for characterizing topological properties of brain connectivity networks. Within this approach, the brain is modeled as a graph comprising N nodes connected by M edges. In functional magnetic resonance imaging (fMRI) studies, the nodes typically represent brain regions and the edges some measure of interaction between them. These nodes are commonly defined using a variety of regional parcellation templates, which can vary both in the volume sampled by each region, and the number of regions parcellated. Here, we sought to investigate how such variations in parcellation templates affect key graph analytic measures of functional brain organization using resting-state fMRI in 30 healthy volunteers. Seven different parcellation resolutions (84, 91, 230, 438, 890, 1314, and 4320 regions) were investigated. We found that gross inferences regarding network topology, such as whether the brain is small-world or scale-free, were robust to the template used, but that both absolute values of, and individual differences in, specific parameters such as path length, clustering, small-worldness, and degree distribution descriptors varied considerably across the resolutions studied. These findings underscore the need to consider the effect that a specific parcellation approach has on graph analytic findings in human fMRI studies, and indicate that results obtained using different templates may not be directly comparable.
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页数:16
相关论文
共 70 条
[41]   Learning sculpts the spontaneous activity of the resting human brain [J].
Lewisa, Christopher M. ;
Baldassarre, Antonello ;
Committeri, Giorgia ;
Romani, Gian Luca ;
Corbetta, Maurizio .
PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA, 2009, 106 (41) :17558-17563
[42]   Towards a Theory of Scale-Free Graphs: Definition, Properties, and Implications [J].
Li, Lun ;
Alderson, David ;
Doyle, John C. ;
Willinger, Walter .
INTERNET MATHEMATICS, 2005, 2 (04) :431-523
[43]   Disrupted small-world networks in schizophrenia [J].
Liu, Yong ;
Liang, Meng ;
Zhou, Yuan ;
He, Yong ;
Hao, Yihui ;
Song, Ming ;
Yu, Chunshui ;
Liu, Haihong ;
Liu, Zhening ;
Jiang, Tianzi .
BRAIN, 2008, 131 :945-961
[44]   Specificity and stability in topology of protein networks [J].
Maslov, S ;
Sneppen, K .
SCIENCE, 2002, 296 (5569) :910-913
[45]  
Meunier D., 2009, FRONT HUM NEUROSCI, V3, P1, DOI [10.3389/neuro.11.037, DOI 10.3389/NEURO.11.037, 10.3389/neuro.11.037.2009.eCollection2009]
[46]   The impact of global signal regression on resting state correlations: Are anti-correlated networks introduced? [J].
Murphy, Kevin ;
Birn, Rasmus M. ;
Handwerker, Daniel A. ;
Jones, Tyler B. ;
Bandettini, Peter A. .
NEUROIMAGE, 2009, 44 (03) :893-905
[47]   The structure and function of complex networks [J].
Newman, MEJ .
SIAM REVIEW, 2003, 45 (02) :167-256
[48]   Coupling between neuronal firing rate, gamma LFP, and BOLD fMRI is related to interneuronal correlations [J].
Nir, Yuval ;
Fisch, Lior ;
Mukamel, Roy ;
Gelbard-Sagiv, Hagar ;
Arieli, Amos ;
Fried, Itzhak ;
Malach, Rafael .
CURRENT BIOLOGY, 2007, 17 (15) :1275-1285
[49]   A hierarchical algorithm for MR brain image parcellation [J].
Pohl, Kilian M. ;
Bouix, Sylvain ;
Nakamura, Motoaki ;
Rohlfing, Torsten ;
McCarley, Robert W. ;
Kikinis, Ron ;
Grimson, W. Eric L. ;
Shenton, Martha E. ;
Wells, William M. .
IEEE TRANSACTIONS ON MEDICAL IMAGING, 2007, 26 (09) :1201-1212
[50]  
RUBINOV M, 2009, NEUROIMAGE