Detection of Spatial Connectivity via fMRI Data Analysis Plan Relevant Papers Background of fMRI Detection of fMRI Response

Detection of Spatial Connectivity via fMRI Data Analysis Plan Relevant Papers Background of fMRI Detection of fMRI Response www.phwiki.com

Detection of Spatial Connectivity via fMRI Data Analysis Plan Relevant Papers Background of fMRI Detection of fMRI Response

Franson, Paul, Contributing Writer has reference to this Academic Journal, PHwiki organized this Journal Detection of Spatial Connectivity via fMRI Data Analysis Ramesh M. Singa Computer Integrated Surgery II, 600.446 1 March 2001 Plan Spatial cognition Deficient areas Complex fMRI data analysis Relevant Papers Ngan, S-C, Hu, X. Analysis of Function Magnetic Resonance Imaging Data Using Self-Organizing Mapping With Spatial Connectivity. Magnetic Resonance in Medicine 41:939-946 (1999). Friman, O., et al. Detection of Neural Activity in Functional MRI Using Canonical Correlation Analysis Analysis. Magnetic Resonance in Medicine 45:323-330 (2001) Andrade, A. Detection of Activation Using Cortical Surface Mapping. Human Brain Mapping 12:79-93 (2001). Gold, S. et al. Functional MRI Statistical Software Packages: A Comparative Analysis. Human Brain Mapping 6:73-84 (1998).

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Background of fMRI Noninvasive mapping of human cortical function (without agents) BOLD contrast Deoxyhemoglobin alterations in MR signal Correlation between neuronal activity in addition to MR signal changes Detection of fMRI Response Not trivial process response is few percent Current in addition to general approaches: Explicit prior knowledge of activation time course in addition to MRI response Calculate correlation between assumed MRI as long as m in addition to measured data Techniques not appropriate as long as unknown responses or complicated neural responses univariate methods considers single pixels separately Significant Techniques Two appropriate techniques explored: Self-Organizing Mapping Canonical Correlation Analysis

Self-Organizing Mapping Groups image pixels together based on the similarity of their intensity Intensity hyperspace a time course with n time points represented by one point in this n-dimensional hyperspace Resulting hyperspace is partitioned into clusters based on proximity of input data Self-Organizing Mapping SOM trained iteratively by pixel time courses selected r in addition to omly from the measured data Training consists of Finding node whose pattern has the best match to time course of training pixel (winner node) Modifying winner node in addition to four closest neighbors in neuron map by moving their associated feature vectors closer to the pixel time course. Modification diminished until stable SOM converges Neighboring nodes with similar feature patterns group together to as long as m clusters. Self-Organizing Mapping Able to identify features in data that are not so prominent Facilitates merging of nodes to as long as m super clusters in addition to visualize high-dimensional data sets

Self-Organizing Mapping Modified SOM based on spatial connectivity of activation sites pixel connectivity Take size of connected region into account in thresholding improve detectability of low-contrast regions in addition to reduce noise Training process of basic SOM followed by image segmentation technique called probabilistic relaxation Calculate probability pixel i belongs to node k in addition to determine probability pixel i belongs to node k with likelihood that pixel i neighbors belong to node k Self-Organizing Mapping Locations of activation corresponding to neuronal activities cluster with finite spatial extent (rather than isolated sites) Improvement in per as long as mance with varied factors of contrast level in addition to signal pattern of artificial activation Suboptimal in detecting isolated activated pixels Top: modified SOM. Bottom: St in addition to ard SOM. Self-Organizing Mapping How to improve modified SOM Optimize computation speed Employ batch SOM algorithm Discard fixed network topology

Canonical Correlation Analysis Extension of univariate correlation analysis Multidimensional technique combines subspace modeling of hemodynamic response in addition to use of spatial dependencies Assumes a number of image slices are acquired at N subsequent time points in each pixel in each image slice a timeseries of length N is obtained Search as long as pixels whose timeseries have a component that has a small signal increase during task per as long as mance Canonical Correlation Analysis Consider region of pixels to use the spatial relationship between pixels x-variable with timeseries x(t) Set of basis-functions act as y-variable in addition to span the signal subspace, denoted , which represent the range of hemodynamic response Seek linear combinations of canonical variates, X,Y, so they correlate the most X=wx1x1+ wxmxm=wxTx Y=wyy1+ wymym=wyTy linear combination coefficients wx in addition to wy, correlation Canonical Correlation Analysis CCA finds the linear combination coefficients which give the largest correlation between X(t) in addition to Y(t) Linear combinations of pixel timeseries X(t)=wxTx(t) in addition to basis-function Y(t)=wyTy(t) found so correlation between X(t) in addition to Y(t) is the largest achievable value

Canonical Correlation Analysis Largest canonical correlation analysis coefficient qualitative measure of how well the timeseries in the 3×3 neighborhood corresponded to the optimal signal Y(t) Large correlation high degree of similarity Low correlation not possible to find signal in the signal subspace that had similarity to timecourse in the neighborhood Canonical Correlation Analysis Will not fail to detect highly localized activations a single pixel Larger activated regions than true neurological sense Postprocessing step rejects spurious activated pixels Y(t) falls outside valid region of Canonical Correlation Analysis How to improve CCA Method as long as obtaining statistical significance of the effect of postprocessing process Method to reduce enlargements of activated regions caused when a vessel is encountered, which gives strong in addition to spatially compact BOLD signals

SOM vs. CCA Potentially faster than CCA Uses similarity of time courses of pixels to cluster groups Excellent experimental per as long as mance Uses thresholding as long as modified version Potentially more refined than SOM Combines subspace modeling of hemodynamic response with use of spatial relationships in data Excellent experimental per as long as mance Detection not only based on thresholding Importance CCA appears to be a method a better alternative than SOM However, both techniques useful in detecting in addition to mapping spatial connectivity Need to determine any improvements or updates to either fMRI data analysis technique be as long as e use Then use one method to determine spatial connectivity in spatially in addition to non-spatially cognitive brains (possibly compare both methods on the data) to pinpoint possible defects in non-spatially cognitive brains connectivities Or explore other data analysis techniques

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