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What we do and don’t know about perceiving figures and segmenting objects

What we do and don’t know about perceiving figures and segmenting objects. What we know Simple and complex cells can do something like edge or boundary detection. What we don’t know How to integrate local edges into global figures?

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What we do and don’t know about perceiving figures and segmenting objects

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  1. What we do and don’t know about perceiving figures and segmenting objects • What we know • Simple and complex cells can do something like edge or boundary detection. • What we don’t know • How to integrate local edges into global figures? • How to “fill in” edges where no image discontinuities are found?

  2. Phenomenal window into visual processing of contours: • illusory contours and amodal completion

  3. Illusory Contours

  4. Amodal Completion

  5. Illusory contours and amodal completion are flip sides of the same coin • Amodal completion - Filling in boundaries of objects behind occluders. • Illusory contours - Filling in boundaries OF occluders. • The appearance of illusory contours usually coincides with the appearance of amodally completed boundaries.

  6. Kanizsa Triangle

  7. Perception is inference • Visual system finds most likely explanation of image in terms of surfaces and objects. • Illusory contours appear because visual system infers the presence and shape of an occluding figure.

  8. Perception as Inference • Visual system selects most likely interpretation of scene. What scene “explains” the image data best? • Illusory contours appear when • occluding object interpretation fits the image data. • occluding object interpretation is simplest explanation of the image data. • Alternative interpretations involve accidental configurations of objects.

  9. Amodal Completion Examples

  10. Underlying Mechanisms • von der Heydt has found cells in Area V2 of visual cortex which are sensitive both to real and imaginary edges. • Cells fire when a real edge appears in its receptive field. • Cells fire when an illusory edge appears in its receptive field, even when the inducing edges are outside its receptive field.

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