Increasing the depth of anesthesia assessment.

The application of anesthetic agents is known to have significant effects on the electroencephalogram (EEG) waveform. Information extraction now routinely goes beyond second-order spectral analysis, as obtained via power spectral methods, and uses higher-order spectral methods. In this article, we p...

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Main Authors: Rezek, I, Roberts, S, Conradt, R
Format: Journal article
Language:English
Published: 2007
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author Rezek, I
Roberts, S
Conradt, R
author_facet Rezek, I
Roberts, S
Conradt, R
author_sort Rezek, I
collection OXFORD
description The application of anesthetic agents is known to have significant effects on the electroencephalogram (EEG) waveform. Information extraction now routinely goes beyond second-order spectral analysis, as obtained via power spectral methods, and uses higher-order spectral methods. In this article, we present a model that generalizes the autoregressive class of polyspectral models by having a semiparametric description of the residual probability density. We estimate the model in the variational Bayesian framework and extract higher-order spectral features. Testing their importance for depth of anesthesia classification is done on three different EEG data sets collected under exposure to different agents. The results show that significant improvements can be made over standard methods of estimating higher-order spectra. The results also indicate that in two out of three anesthetic agents, better classification can be achieved with higher-order spectral features. ©2007IEEE.
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spelling oxford-uuid:e8e773a2-1799-445e-b8a5-2c34493cdcc52022-03-27T10:50:11ZIncreasing the depth of anesthesia assessment.Journal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:e8e773a2-1799-445e-b8a5-2c34493cdcc5EnglishSymplectic Elements at Oxford2007Rezek, IRoberts, SConradt, RThe application of anesthetic agents is known to have significant effects on the electroencephalogram (EEG) waveform. Information extraction now routinely goes beyond second-order spectral analysis, as obtained via power spectral methods, and uses higher-order spectral methods. In this article, we present a model that generalizes the autoregressive class of polyspectral models by having a semiparametric description of the residual probability density. We estimate the model in the variational Bayesian framework and extract higher-order spectral features. Testing their importance for depth of anesthesia classification is done on three different EEG data sets collected under exposure to different agents. The results show that significant improvements can be made over standard methods of estimating higher-order spectra. The results also indicate that in two out of three anesthetic agents, better classification can be achieved with higher-order spectral features. ©2007IEEE.
spellingShingle Rezek, I
Roberts, S
Conradt, R
Increasing the depth of anesthesia assessment.
title Increasing the depth of anesthesia assessment.
title_full Increasing the depth of anesthesia assessment.
title_fullStr Increasing the depth of anesthesia assessment.
title_full_unstemmed Increasing the depth of anesthesia assessment.
title_short Increasing the depth of anesthesia assessment.
title_sort increasing the depth of anesthesia assessment
work_keys_str_mv AT rezeki increasingthedepthofanesthesiaassessment
AT robertss increasingthedepthofanesthesiaassessment
AT conradtr increasingthedepthofanesthesiaassessment