An exploration of graph metric reproducibility in complex brain networks

The application of graph theory to brain networks has become increasingly popular in the neuroimaging community. These investigations and analyses have led to a greater understanding of the brain’s complex organization. More importantly, it has become a useful tool for studying the brain under vario...

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Main Authors: Qawi K Telesford, Jonathan H Burdette, Paul J Laurienti
Format: Article
Language:English
Published: Frontiers Media S.A. 2013-05-01
Series:Frontiers in Neuroscience
Subjects:
Online Access:http://journal.frontiersin.org/Journal/10.3389/fnins.2013.00067/full
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author Qawi K Telesford
Jonathan H Burdette
Paul J Laurienti
author_facet Qawi K Telesford
Jonathan H Burdette
Paul J Laurienti
author_sort Qawi K Telesford
collection DOAJ
description The application of graph theory to brain networks has become increasingly popular in the neuroimaging community. These investigations and analyses have led to a greater understanding of the brain’s complex organization. More importantly, it has become a useful tool for studying the brain under various states and conditions. With the ever expanding popularity of network science in the neuroimaging community, there is increasing interest to validate the measurements and calculations derived from brain networks. Underpinning these studies is the desire to use brain networks in longitudinal studies or as clinical biomarkers to understand changes in the brain. A highly reproducible tool for brain imaging could potentially prove useful as a clinical tool. In this review, we examine recent studies in network reproducibility and their implications for analysis of brain networks.
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spelling doaj.art-bd89c3df7f5c4f3f964f71a4e744f1762022-12-22T02:18:43ZengFrontiers Media S.A.Frontiers in Neuroscience1662-453X2013-05-01710.3389/fnins.2013.0006732965An exploration of graph metric reproducibility in complex brain networksQawi K Telesford0Jonathan H Burdette1Paul J Laurienti2Wake Forest University School of MedicineWake Forest University School of MedicineWake Forest University School of MedicineThe application of graph theory to brain networks has become increasingly popular in the neuroimaging community. These investigations and analyses have led to a greater understanding of the brain’s complex organization. More importantly, it has become a useful tool for studying the brain under various states and conditions. With the ever expanding popularity of network science in the neuroimaging community, there is increasing interest to validate the measurements and calculations derived from brain networks. Underpinning these studies is the desire to use brain networks in longitudinal studies or as clinical biomarkers to understand changes in the brain. A highly reproducible tool for brain imaging could potentially prove useful as a clinical tool. In this review, we examine recent studies in network reproducibility and their implications for analysis of brain networks.http://journal.frontiersin.org/Journal/10.3389/fnins.2013.00067/fullbrain networksgraph theoryNetwork Scienceintraclass correlation coefficientreproducibility
spellingShingle Qawi K Telesford
Jonathan H Burdette
Paul J Laurienti
An exploration of graph metric reproducibility in complex brain networks
Frontiers in Neuroscience
brain networks
graph theory
Network Science
intraclass correlation coefficient
reproducibility
title An exploration of graph metric reproducibility in complex brain networks
title_full An exploration of graph metric reproducibility in complex brain networks
title_fullStr An exploration of graph metric reproducibility in complex brain networks
title_full_unstemmed An exploration of graph metric reproducibility in complex brain networks
title_short An exploration of graph metric reproducibility in complex brain networks
title_sort exploration of graph metric reproducibility in complex brain networks
topic brain networks
graph theory
Network Science
intraclass correlation coefficient
reproducibility
url http://journal.frontiersin.org/Journal/10.3389/fnins.2013.00067/full
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