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首页> 外文期刊>Journal of vision >Stereoscopic camouflage: Can conflicting object segregation cues hinder depth perception?
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Stereoscopic camouflage: Can conflicting object segregation cues hinder depth perception?

机译:立体迷彩:冲突的物体隔离线索是否会阻碍深度感知?

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Depth from binocular disparity is an important cue for segregating an object from its background, and potentially breaking camouflage. In this study we explored whether depth from disparity is hindered by luminance a??camouflagea??, where luminance edges on an object are not coincident with disparity-defined edges. We presented participants with random dot stereograms containing a binocular disparity-defined circle. In some stimuli, luminance edges were located at a smaller, or larger radius than that of the disparity-defined circle. We used a 2afc task, asking observers to decide which of two stimuli contained the greatest peak depth, and obtained thresholds and biases for depth perception. We found biases in the peak perceived depth that depended on the radius of the luminance-defined circle. When the radius of the luminance defined circle was smaller than the disparity-defined object, there was little effect on the perceived peak depth. However, if the luminance patch had a larger radius than the disparity defined circle, we found a significant perceptual bias, with the peak depth being underestimated and the threshold increased. We will present a simple model suggesting that peak depth is being estimated using the some form of average over the disparities contained within the luminance defined circle. Our results demonstrate that depth perception of an object is affected by simple manipulations of luminance edges. The interaction of luminance and disparity suggests a possible route to beat the camouflage breaking properties of disparity-defined depth.
机译:双目视差的深度是将物体与背景分离并可能破坏伪装的重要提示。在这项研究中,我们探究了亮度差异(伪装)是否会阻碍视差的深度,其中物体上的亮度边缘与视差定义的边缘不一致。我们为参与者提供了包含双目视差定义的圆的随机点立体图。在某些刺激中,亮度边缘的位置比视差圆的半径小或大。我们使用2afc任务,要求观察者确定两个刺激中哪个包含最大的峰深度,并获得深度感知的阈值和偏差。我们发现峰值感知深度中的偏差取决于亮度定义的圆的半径。当亮度定义的圆的半径小于视差定义的对象时,对感知到的峰深度几乎没有影响。但是,如果亮度补丁的半径大于视差定义的半径,我们会发现明显的感知偏差,峰值深度会被低估,阈值会增加。我们将提供一个简单的模型,建议使用亮度定义的圆内包含的视差,使用某种形式的平均值来估计峰深。我们的结果表明,物体的深度感知受亮度边缘的简单操纵影响。亮度和视差的相互作用表明,可以克服视差定义深度的迷彩破坏特性。

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