Mining data from hemodynamic simulations via Bayesian emulation

<p>Abstract</p> <p>Background:</p> <p>Arterial geometry variability is inevitable both within and across individuals. To ensure realistic prediction of cardiovascular flows, there is a need for efficient numerical methods that can systematically account for geometric un...

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Main Authors: Nair Prasanth B, Bressloff Neil W, Kolachalama Vijaya B
Format: Article
Language:English
Published: BMC 2007-12-01
Series:BioMedical Engineering OnLine
Online Access:http://www.biomedical-engineering-online.com/content/6/1/47
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spelling doaj-0c1a0b6e9bea4758b3f1280cc7adec4e2020-11-24T22:16:56ZengBMCBioMedical Engineering OnLine1475-925X2007-12-01614710.1186/1475-925X-6-47Mining data from hemodynamic simulations via Bayesian emulationNair Prasanth BBressloff Neil WKolachalama Vijaya B<p>Abstract</p> <p>Background:</p> <p>Arterial geometry variability is inevitable both within and across individuals. To ensure realistic prediction of cardiovascular flows, there is a need for efficient numerical methods that can systematically account for geometric uncertainty.</p> <p>Methods and results:</p> <p>A statistical framework based on Bayesian Gaussian process modeling was proposed for mining data generated from computer simulations. The proposed approach was applied to analyze the influence of geometric parameters on hemodynamics in the human carotid artery bifurcation. A parametric model in conjunction with a design of computer experiments strategy was used for generating a set of observational data that contains the maximum wall shear stress values for a range of probable arterial geometries. The dataset was mined via a Bayesian Gaussian process emulator to estimate: (a) the influence of key parameters on the output via sensitivity analysis, (b) uncertainty in output as a function of uncertainty in input, and (c) which settings of the input parameters result in maximum and minimum values of the output. Finally, potential diagnostic indicators were proposed that can be used to aid the assessment of stroke risk for a given patient's geometry.</p> http://www.biomedical-engineering-online.com/content/6/1/47
collection DOAJ
language English
format Article
sources DOAJ
author Nair Prasanth B
Bressloff Neil W
Kolachalama Vijaya B
spellingShingle Nair Prasanth B
Bressloff Neil W
Kolachalama Vijaya B
Mining data from hemodynamic simulations via Bayesian emulation
BioMedical Engineering OnLine
author_facet Nair Prasanth B
Bressloff Neil W
Kolachalama Vijaya B
author_sort Nair Prasanth B
title Mining data from hemodynamic simulations via Bayesian emulation
title_short Mining data from hemodynamic simulations via Bayesian emulation
title_full Mining data from hemodynamic simulations via Bayesian emulation
title_fullStr Mining data from hemodynamic simulations via Bayesian emulation
title_full_unstemmed Mining data from hemodynamic simulations via Bayesian emulation
title_sort mining data from hemodynamic simulations via bayesian emulation
publisher BMC
series BioMedical Engineering OnLine
issn 1475-925X
publishDate 2007-12-01
description <p>Abstract</p> <p>Background:</p> <p>Arterial geometry variability is inevitable both within and across individuals. To ensure realistic prediction of cardiovascular flows, there is a need for efficient numerical methods that can systematically account for geometric uncertainty.</p> <p>Methods and results:</p> <p>A statistical framework based on Bayesian Gaussian process modeling was proposed for mining data generated from computer simulations. The proposed approach was applied to analyze the influence of geometric parameters on hemodynamics in the human carotid artery bifurcation. A parametric model in conjunction with a design of computer experiments strategy was used for generating a set of observational data that contains the maximum wall shear stress values for a range of probable arterial geometries. The dataset was mined via a Bayesian Gaussian process emulator to estimate: (a) the influence of key parameters on the output via sensitivity analysis, (b) uncertainty in output as a function of uncertainty in input, and (c) which settings of the input parameters result in maximum and minimum values of the output. Finally, potential diagnostic indicators were proposed that can be used to aid the assessment of stroke risk for a given patient's geometry.</p>
url http://www.biomedical-engineering-online.com/content/6/1/47
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AT bressloffneilw miningdatafromhemodynamicsimulationsviabayesianemulation
AT kolachalamavijayab miningdatafromhemodynamicsimulationsviabayesianemulation
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