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J Vis. 2016 Oct 1;16(13):2. doi: 10.1167/16.13.2.

Estimating 3D tilt from local image cues in natural scenes.

Author information

1
Department of Psychology, University of Pennsylvania, Philadelphia, PA, USAjburge@sas.upenn.edu.
2
Texas Advanced Computing Center, University of Texas at Austin, Austin, TX, USA.
3
Center for Perceptual Systems and Department of Psychology, University of Texas at Austin, Austin, TX, USA.

Abstract

Estimating three-dimensional (3D) surface orientation (slant and tilt) is an important first step toward estimating 3D shape. Here, we examine how three local image cues from the same location (disparity gradient, luminance gradient, and dominant texture orientation) should be combined to estimate 3D tilt in natural scenes. We collected a database of natural stereoscopic images with precisely co-registered range images that provide the ground-truth distance at each pixel location. We then analyzed the relationship between ground-truth tilt and image cue values. Our analysis is free of assumptions about the joint probability distributions and yields the Bayes optimal estimates of tilt, given the cue values. Rich results emerge: (a) typical tilt estimates are only moderately accurate and strongly influenced by the cardinal bias in the prior probability distribution; (b) when cue values are similar, or when slant is greater than 40°, estimates are substantially more accurate; (c) when luminance and texture cues agree, they often veto the disparity cue, and when they disagree, they have little effect; and (d) simplifying assumptions common in the cue combination literature is often justified for estimating tilt in natural scenes. The fact that tilt estimates are typically not very accurate is consistent with subjective impressions from viewing small patches of natural scene. The fact that estimates are substantially more accurate for a subset of image locations is also consistent with subjective impressions and with the hypothesis that perceived surface orientation, at more global scales, is achieved by interpolation or extrapolation from estimates at key locations.

PMID:
27738702
PMCID:
PMC5066913
DOI:
10.1167/16.13.2
[Indexed for MEDLINE]
Free PMC Article

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