Literature DB >> 15086311

Seeing depth coherence and transparency.

Bart Farell1, Simone Li.   

Abstract

Gratings with different disparities are sometimes seen as transparent surfaces, each with a distinct depth, when they are superimposed, and sometimes they are seen as a coherent plaid confined to a single depth plane--stereo analogs of transparent and coherent motion. Briefly presented sinusoidal gratings of similar spatial frequencies are seen to cohere in depth. The resulting plaid generally appears in a depth plane different from that of either component grating viewed separately; the plaid may even appear on the oppose side of fixation from the component gratings. Under similar viewing conditions, squarewave gratings are typically seen as transparent. Objective measures, gathered here using depth-order discriminations, show that the perception of transparency between squarewave gratings requires a minimum disparity difference that varies with the gratings' orientations. Gratings that are near orthogonal in orientation, or that give the plaid a near-horizontal disparity, favor the perception of coherence. Gratings that form a plaid having a large ratio of vertical to horizontal disparities favor the perception of transparency. The data are consistent with a Bayesian prior favoring single surfaces when disparities are small and near-horizontal. Disparities that are large or non-horizontal are more likely to be aperture disparities that result from viewing separate but overlapping surfaces. The sinewave-squarewave difference leads to the conclusion that coherence between components is required both for seeing a broadband pattern in a single depth plane and for seeing it in a different depth plane from other superimposed patterns.

Mesh:

Year:  2004        PMID: 15086311     DOI: 10.1167/4.3.8

Source DB:  PubMed          Journal:  J Vis        ISSN: 1534-7362            Impact factor:   2.240


  6 in total

1.  The horizontal disparity direction vs. the stimulus disparity direction in the perception of the depth of two-dimensional patterns.

Authors:  Bart Farell; Yu-Chin Chai; Julian M Fernandez
Journal:  J Vis       Date:  2010-04-29       Impact factor: 2.240

2.  Orientation-specific computation in stereoscopic vision.

Authors:  Bart Farell
Journal:  J Neurosci       Date:  2006-09-06       Impact factor: 6.167

3.  Bi-stable depth ordering of superimposed moving gratings.

Authors:  Rubén Moreno-Bote; Asya Shpiro; John Rinzel; Nava Rubin
Journal:  J Vis       Date:  2008-07-31       Impact factor: 2.240

4.  Temporal evolution of pattern disparity processing in humans.

Authors:  Christian Quaia; Boris M Sheliga; Lance M Optican; Bruce G Cumming
Journal:  J Neurosci       Date:  2013-02-20       Impact factor: 6.167

5.  From disparity to depth: how to make a grating and a plaid appear in the same depth plane.

Authors:  Yu-Chin Chai; Bart Farell
Journal:  J Vis       Date:  2009-09-04       Impact factor: 2.240

6.  Projected disparity, not horizontal disparity, predicts stereo depth of 1-D patterns.

Authors:  Bart Farell; Yu-Chin Chai; Julian M Fernandez
Journal:  Vision Res       Date:  2009-06-21       Impact factor: 1.886

  6 in total

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