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Marr’s framework for vision

Marr’s framework for vision. 2-1/2D sketch. Primal sketch. Object Recognition. Early processing. 3D estimation. Image. Primal sketch. Local edges Corners T-junctions Blobs Groups of features. Derivatives as edge finders. Edges are sharp changes in image intensity.

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Marr’s framework for vision

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  1. Marr’s framework for vision 2-1/2D sketch Primal sketch Object Recognition Early processing 3D estimation Image

  2. Primal sketch • Local edges • Corners • T-junctions • Blobs • Groups of features

  3. Derivatives as edge finders • Edges are sharp changes in image intensity. • 1st derivative of the image intensity peaks at an edge • 2nd derivative is zero at edges • Edges are at zero-crossings of the second derivative

  4. 2-D second derivative operator: the laplacian

  5. Multi-scale filtering • Find zero-crossings at multiple scales • Filter with Laplacian of Gaussian filters that have different sizes • Edges = zero-crossing sat all scales • Find spatial coincidence of zero-crossings across scales

  6. Mirage • Filter with three Laplacian of Gaussians (different sizes) • Seperately sum negative and positive parts • Mark zero (Z) regions, positive response regions (R+) and negative response regions (R-) • Rules • Z region = luminance plateau • R region with only one Z on a side = edge • R region with Z on both sides = bar

  7. Ways to improve edge detection • Take advantage of the spatial structure of edges • Edges are oriented • Use directional derivatives • Simple cells as directional derivatives • Compute local oriented contrast “energy”

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