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用于运动定义的径向频率轮廓的全局形状编码。

Global shape coding for motion-defined radial-frequency contours.

作者信息

Rainville Stéphane J M, Wilson Hugh R

机构信息

Center for Visual Neuroscience, Department of Psychology, North Dakota State University, Fargo, ND 58105-5075, USA.

出版信息

Vision Res. 2005 Nov;45(25-26):3189-201. doi: 10.1016/j.visres.2005.06.033. Epub 2005 Aug 15.

DOI:10.1016/j.visres.2005.06.033
PMID:16099014
Abstract

The visual system is highly skilled at recovering the shape of complex objects defined exclusively by motion cues. But while low-level and high-level mechanisms involved in shape-from-motion have been studied extensively, intermediate computational stages remain poorly understood. In the present study, we used motion-defined radial-frequency contours--or motion RFs--to probe intermediate stages involved in the computation of motion-defined shape. Motion RFs consisted of a virtual circle of Gabor elements whose carriers drifted at speeds determined by a sinusoidal function of polar angle. Motion RFs elicited vivid percepts of shape, and observers could detect and discriminate radial frequencies up to approximately five cycles. Randomizing Gabor speeds over a small contour segment impaired detection and discrimination performance significantly more than predicted by probability summation. Threshold comparisons between spatial-RF and motion-RF contours ruled out that motion-induced shifts in perceived position (i.e., the DeValois effect) determine shape perception in motion RFs. Together, results indicate that the shape of motion RFs is processed by synergistic mechanisms that perform a global analysis of motion cues over space. These results are integrated with data on perceptual interactions between motion RFs and spatial-RFs and are discussed in terms of cue-specific and cue-invariant representations of object shape in human vision.

摘要

视觉系统在恢复仅由运动线索定义的复杂物体形状方面具有高超的技能。虽然从运动中获取形状所涉及的低级和高级机制已得到广泛研究,但中间的计算阶段仍知之甚少。在本研究中,我们使用由运动定义的径向频率轮廓(即运动RFs)来探究参与运动定义形状计算的中间阶段。运动RFs由一个虚拟的Gabor元素圆组成,其载波以由极角的正弦函数确定的速度漂移。运动RFs引发了生动的形状感知,观察者能够检测和辨别高达约五个周期的径向频率。在一个小轮廓段上随机化Gabor速度对检测和辨别性能的损害比概率求和预测的要大得多。空间RF轮廓和运动RF轮廓之间的阈值比较排除了运动引起的感知位置偏移(即德瓦洛伊斯效应)决定运动RFs中的形状感知这一可能性。综合来看,结果表明运动RFs的形状是通过对空间中的运动线索进行全局分析的协同机制来处理的。这些结果与运动RFs和空间RFs之间感知相互作用的数据相结合,并从人类视觉中物体形状的线索特异性和线索不变性表示的角度进行了讨论。

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