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Novel Methods for the Visualization and Analysis of Functional Maps in Cortex

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ISBN: 0815340788   ISBN: 0815340788   ISBN: 0815340788   ISBN: 0815340788 
 
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Program Functions 142 phase-wedge image was chosen as default so that regions that are NaN in the original phase- wedge image are not identified as any visual area. vSaveFlatROIs.m This function saves ROIs. A ROIs data structure, the directory string, and the current hemi- sphere have to be given to the function. vShowROIs.m vShowROIs displays overlays on top of functional images, e.g., the visual-area ROIs that are selected in the list box labeled “Visual-Area-ROIs”. 6.15   SignMap vCalculateGradients.m This function creates a matrix of complex values z from phase (ph) and coherence (co) values. Together  with  a  parameter  for  edge  handling,  the computed matrix is given to the function vGradient. The derivatives in horizontal and vertical directions are returned.   j  ph z co  e× = × . Equation 25: Complex value vFieldSignMap.m This function calculates a visual field sign map based on four flat maps: the phase maps for ring and wedge stimuli as well as the coherence maps for ring and wedge stimuli. At first, the gradients  for  the  ring  stimulus  case  and  for  the  wedge  stimulus case have to be calculated. vCalculateGradients is called to perform this task. It generates the phase gradients in the com- plex domain as described in [Fleet and Jepson, 1990 #55]. The coherence matrices are used as weights  when  the  gradients  are  calculated.  Since  the  measured  functional  data  is  extremely noisy,  it  was  tried  to  blur  the  flat  data  before  calculating  the  gradients  in  vFieldSignMap.
  
The Biology of Cancer
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