Search results for "DYNAMICAL-SYSTEMS"

showing 2 items of 2 documents

Key issues in decomposing fMRI during naturalistic and continuous music experience with independent component analysis

2014

Background: Independent component analysis (ICA) has been often used to decompose fMRI data mostly for the resting-state, block and event-related designs due to its outstanding advantage. For fMRI data during free-listening experiences, only a few exploratory studies applied ICA.New method: For processing the fMRI data elicited by 512-s modern tango, a FFT based band-pass filter was used to further pre-process the fMRI data to remove sources of no interest and noise. Then, a fast model order selection method was applied to estimate the number of sources. Next, both individual ICA and group ICA were performed. Subsequently, ICA components whose temporal courses were significantly correlated …

AdultMalereal-world experiencesComputer scienceSpeech recognitionFast Fourier transformDiffusion mapTIME-SERIESfast model order selectionORDER SELECTION050105 experimental psychologyYoung AdultNUMBER03 medical and health sciences0302 clinical medicineImage Processing Computer-AssistedDiffusion mapHumans0501 psychology and cognitive sciencesICABlock (data storage)ta113Brain MappingPrincipal Component AnalysisGeneral NeurosciencefMRI05 social sciencesBrainFilter (signal processing)Magnetic Resonance ImagingIndependent component analysisSpectral clusteringOxygenMODELDIFFUSION MAPSAcoustic StimulationFFT filterta6131Auditory PerceptionFemaleHUMAN BRAIN ACTIVITYNoise (video)DYNAMICAL-SYSTEMSDigital filterMusic030217 neurology & neurosurgeryMRIJournal of Neuroscience Methods
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Diffusion map for clustering fMRI spatial maps extracted by Indipendent Component Analysis

2013

Functional magnetic resonance imaging (fMRI) produces data about activity inside the brain, from which spatial maps can be extracted by independent component analysis (ICA). In datasets, there are n spatial maps that contain p voxels. The number of voxels is very high compared to the number of analyzed spatial maps. Clustering of the spatial maps is usually based on correlation matrices. This usually works well, although such a similarity matrix inherently can explain only a certain amount of the total variance contained in the high-dimensional data where n is relatively small but p is large. For high-dimensional space, it is reasonable to perform dimensionality reduction before clustering.…

FOS: Computer and information sciencesDiffusion (acoustics)Computer sciencediffusion mapMachine Learning (stat.ML)02 engineering and technologycomputer.software_genreMachine Learning (cs.LG)Computational Engineering Finance and Science (cs.CE)Correlation03 medical and health sciencesTotal variation0302 clinical medicineStatistics - Machine LearningVoxel0202 electrical engineering electronic engineering information engineeringComputer Science - Computational Engineering Finance and ScienceCluster analysisdimensionality reductionta113spatial mapsbusiness.industryDimensionality reductionfunctional magnetic resonance imaging (fMRI)Pattern recognitionIndependent component analysisSpectral clusteringComputer Science - Learningindependent component analysista6131020201 artificial intelligence & image processingArtificial intelligenceDYNAMICAL-SYSTEMSbusinesscomputer030217 neurology & neurosurgeryclustering
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