Volume 65, Issue 1, Pages (January 2010)

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Volume 65, Issue 1, Pages 21-31 (January 2010) Cortical Maps and White Matter Tracts following Long Period of Visual Deprivation and Retinal Image Restoration  Netta Levin, Serge O. Dumoulin, Jonathan Winawer, Robert F. Dougherty, Brian A. Wandell  Neuron  Volume 65, Issue 1, Pages 21-31 (January 2010) DOI: 10.1016/j.neuron.2009.12.006 Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 1 A Comparison of the Contrast Sensitivity Function (CSF) in MM and a Typical Sighted Control Subjects discriminated between briefly (500 ms) flashed horizontal and vertical Gabor patches. The stimuli were presented at fixation, and the Gabor was windowed to a diameter of 4 deg of visual angle. Stimuli contrast threshold was measured using an interleaved staircase design: stimulus contrast was increased after an error or decreased after two correct. The staircase continued until each spatial frequency targets had at least 8 reversals; contrast sensitivity is the inverse of the mean contrast at the staircase reversals. MM has no sensitivity to contrast patterns beyond 2 cpd, as previously reported in Fine et al. (2003). For this Gabor stimulus the typical normal control is one to two orders of magnitude more sensitive. Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 2 Visual Field Eccentricity Maps Near MM's Calcarine Sulcus (A) Eccentricity maps on the medial aspect of the right and left hemisphere in MM (left) and a control (right). The region of interest near calcarine and a color map defining the visual field eccentricity are shown in the inset at the middle. The measurements mapped the central 14 degrees of MM's visual field. There is an organized eccentricity map (green to blue) in MM's anterior calcarine. The data are shown on smoothed images of occipital cortex; dark shading is within a sulcus and light shading a gyrus. Ca = calcarine sulcus, PO = parieto-occipital sulcus. (B) Visual field eccentricity in V1 measured as a function of distance from the 10° representation. Individual curves are measured along four line ROIs selected to fall on iso-angle representations (black for the right, gray lines for the left; the line ROIs are shown in the upper left images). The solid lines represent a function that fits to the eccentricity versus distance in control population data, ecc = exp (d∗ x + In (10)). The parameter x is the distance along the calcarine (millimeters) and d is a scale factor that varies between individuals, ranging between 0.035 and 0.07, which covers the range of normal observers we have measured in our laboratory, represented by the gray shaded region (Dougherty et al., 2003). Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 3 Population Receptive Field (pRF) Models of the Cortical Responses The pseudo-color maps on the right show estimated pRF-size on the medial (upper) and lateral (lower) occipital cortex. The graphs show BOLD time-series (dashed) and model predictions (solid) from a voxel located in V1 (upper) and another in lateral occipital (lower) cortex. The white and black circles on the maps indicate the positions of the selected voxels; these voxels were typical of their respective regions. Predictions for an isotropic two-dimensional (2D) single Gaussian model (black) and a center-surround two-Gaussian model (gray) are shown. The white portions of the graph indicate time periods when the bar was moving in the visual field; the gray-shaded regions indicate times when only the mean luminance field was presented. (A) In V1 the single-Gaussian population receptive field model explains 48% of the variance in the time course data. The two-Gaussian model explains 56% of the time course data and improves the fit in regions when the BOLD signal becomes negative. There is an interesting deviation between the predicted and observed V1 time course. In two of the mean luminance blocks, there is a significant V1 activation even though no stimulus is present (45 s and 90 s). We have also noted such responses in normal controls. Both the one- and two-Gaussian models fail to predict these responses because the model responses are driven entirely by the stimulus. The explanation for these signals must arise from non-stimulus events, such as the subject's expectations. (B) In LO a single-Gaussian model explains 57% of the time series variance; there is no improvement using the two-Gaussian model. This LO signals are driven by population of neurons whose receptive field sizes cover a much larger portion of the visual field than the V1 neurons, and the stimulus never completely leaves the pRF. Consequently, the model predicts and we measure eight peaks in the BOLD time series. The amplitude of the peak; however, is reduced whenever the stimulus is replaced by a mean luminance stimulus. The small images at the bottom of each graph show the estimated position and size of the pRF (yellow spot), the position of the stimulus bar (blue line), and the direction the bar was moving (white arrow). The black arrows indicate the times when the bar changed its motion direction. The pRF size scale bar is an inset at the right. Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 4 The Relationship between Eccentricity and pRF Size in V1–V3 The image at the left shows angle maps for MM on his smoothed right occipital lobe. Reversals in the angular representation define the boundaries between maps and are identified by the solid white lines. The main graph shows MM's estimated population receptive field sizes as a function of eccentricity. Different symbols indicate estimates from V1, V2, and V3. For comparison, average pRF-size estimates from three control subjects are shown in the inset. Solid lines are fit to the points from each map. In controls and MM, pRF-size increases systematically from V1 to V3. MM's estimated receptive field sizes at eccentricities from 8-10 deg are larger than those in controls. The pRF sizes beyond 10 deg are similar or smaller compared to controls. Color inset upper left: the angular representation. Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 5 Visual Field Eccentricity Representations in Medial-Ventral and Dorsal-Lateral Cortex Visual field eccentricity maps in lateral-occipital surface of MM's left (left panel) and right (right panel) hemispheres. Several extrastriate regions respond powerfully to foveal stimuli. The right hemisphere regions of interest, an example map of a control subject, and a color map defining the visual field eccentricity representations are shown at the right. IPS = intra-parietal sulcus; LO = lateral occipital. Other details as in Figure 2. Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 6 The Effect of Simulated Eye Movements on Visual Field Eccentricity Maps and Population Receptive Field (pRF) Sizes Eccentricity maps (left column) and population receptive field sizes (middle column) are presented on the medial aspect of the right hemisphere. Data from a normal control (upper row) were used to estimate a complete pRF model. We added simulated eye movements from MM to this model (middle row) or an exaggerated form of these movements (4× larger than MM's observed eye movements; bottom row) and again estimated the maps and pRF size. The organized eccentricity map with its large confluent foveal representation (red-orange) is evident in both simulations; the population receptive field size increases at all eccentricities. The x and y eye-movements for MM, and the exaggerated version of these movements are shown on the right panels. Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 7 Comparison of Radial and Longitudinal Diffusivities in the Optic Tracts and Optic Radiations (A) Three-dimensional rendering of the optic tract fibers (blue) shown superimposed on axial and coronal slices of MM's brain; note the missing left eye. The optic tracts connect the optic chiasm and the LGN (white sphere). Scatter plot of the radial and longitudinal diffusivities for the average of the right and left tracts optic tracts. Data are from MM (gray star), 10 normal controls (black open circles), 2 seeing monocular subjects (black asterisks) and one blind subject (black closed circle). The 2 standard deviation covariance ellipsoid (dashed) is shown. (B) Rendering of the optic radiation (yellow) shown superimposed on an axial slice of MM's brain viewed from below. The two scatter plots compare radial and longitudinal diffusivities in the right and left optic radiations. The symbol types are the same as in (A). A 2 standard deviation covariance ellipsoid (dashed) is shown for each graph. See also Figure S1 and Table S1. Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions

Figure 8 The Interhemispheric Occipital-Callosal Fibers Cross-Sectional Area Is Small (A) Fibers are tracked from seed points in the entire hemisphere. Those that intersect with the corpus callosum are identified. A region of interest is selected in the occipital lobe (red region). The subset of occipital-lobe fibers that pass through the corpus callosum (cyan) are identified (green). (B) The location of the occipital-callosal fibers in the plane of the corpus callosum. (C) Scatter plot of the cross-sectional area of the occipital callosal fiber group in relation to the cross-sectional area of the corpus callosum. The 2 standard deviation covariance ellipsoid (dashed) is shown. The cross-sectional area of MM's occipital-callosal fiber group (gray star) is smaller than that of controls (open circles) and the monocular subjects (black asterisks) while the overall size of his corpus callosum is very large. The occipital cross-sectional area of the blind subject (black filled circle) is small too. See also Figure S2. Neuron 2010 65, 21-31DOI: (10.1016/j.neuron.2009.12.006) Copyright © 2010 Elsevier Inc. Terms and Conditions