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一阶光流场中空间不连续性的检测。

Detection of spatial discontinuities in first-order optical flow fields.

作者信息

Pas S F, Kappers A M, Koenderink J J

机构信息

Helmholtz Instituut, Universiteit Utrecht, The Netherlands.

出版信息

Percept Psychophys. 1997 May;59(4):567-79. doi: 10.3758/bf03211865.

Abstract

We investigated the extent to which the human visual system can detect discontinuities in first-order optical flow fields. We constructed two types of spatial discontinuities: a circular split field with a straight edge and a disk with annular surround. We used two different first-order optical flow components: an expansion and a rotation. We found an intriguing difference in the detection thresholds for straight and circular discontinuities. Whereas straight discontinuities yielded thresholds of 10%-50% difference in expansion or rotation, circular discontinuities could, at first, only be detected at extreme differences (>> 100%). After a learning period, thresholds for such stimuli decreased, but they remained significantly higher than thresholds for the straight edge. Thresholds rose for stimuli that formed a gradual transition between a circular and a straight edge, and they decreased with increasing eccentricity of the circular discontinuity. Results suggest that symmetry in this stimulus, defined by the coincidence of the center of expansion or rotation and the center of the circular discontinuity, was responsible for the difference in thresholds for circular and straight discontinuities.

摘要

我们研究了人类视觉系统能够检测一阶光流场中不连续性的程度。我们构建了两种类型的空间不连续性:具有直边的圆形分割场和带有环形周边的圆盘。我们使用了两种不同的一阶光流分量:一种是扩展,另一种是旋转。我们发现直边和圆形不连续性的检测阈值存在有趣的差异。直边不连续性在扩展或旋转中产生的阈值差异为10% - 50%,而圆形不连续性最初只能在极端差异(>> 100%)时被检测到。经过一段学习期后,此类刺激的阈值降低,但仍显著高于直边的阈值。对于在圆形和直边之间形成逐渐过渡的刺激,阈值会升高,并且随着圆形不连续性偏心率的增加而降低。结果表明,这种刺激中的对称性,由扩展或旋转中心与圆形不连续性中心的重合定义,是圆形和直边不连续性阈值差异的原因。

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