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形状检测中轮廓与表面信息的整合。

Integration of contour and surface information in shape detection.

作者信息

Machilsen Bart, Wagemans Johan

机构信息

Laboratory of Experimental Psychology, University of Leuven, Leuven, Belgium.

出版信息

Vision Res. 2011 Jan;51(1):179-86. doi: 10.1016/j.visres.2010.11.005. Epub 2010 Nov 17.

DOI:10.1016/j.visres.2010.11.005
PMID:21093469
Abstract

In studies of shape perception, the detection of contours and the segregation of regions enclosed by these contours have mostly been treated in isolation. However, contours and surfaces somehow need to be combined to create a stable perception of shape. In this study, we used a 2AFC task with arrays of oriented Gabor elements to determine whether and to what extent human observers integrate information from the contour and from the interior surface of a shape embedded in this array. The saliency of the shapes depended on the alignment of Gabors along the shape outline and on the isolinearity of Gabors inside the shape. In two experiments we measured detectability of shapes defined by the contour cue, by the surface cue, and by the combination of both cues. As a first step, we matched performance in the two single-cue conditions. We then compared shape detectability in the double-cue condition with the two equally detectable single-cue conditions. Our results show a clear double-cue benefit: Participants used both cues to detect the shapes. Next, we compared performance in the double-cue condition with the performance predicted by two models of sensory cue combination: a minimum rule (probability summation) and an integration rule (information summation). Results from Experiment 2 indicate that participants applied a combination rule that was better than mere probability summation. We found no evidence against the integration rule.

摘要

在形状感知研究中,轮廓的检测以及由这些轮廓所包围区域的分割大多是被孤立对待的。然而,轮廓和表面在某种程度上需要结合起来以形成对形状的稳定感知。在本研究中,我们使用了一个二择一迫选任务,采用定向Gabor元素阵列,以确定人类观察者是否以及在何种程度上整合来自嵌入该阵列中形状的轮廓和内表面的信息。形状的显著性取决于Gabor沿形状轮廓的排列以及形状内部Gabor的等线性。在两个实验中,我们测量了由轮廓线索、表面线索以及两者结合所定义形状的可检测性。作为第一步,我们匹配了两种单线索条件下的表现。然后,我们将双线索条件下的形状可检测性与两个同样可检测的单线索条件进行了比较。我们的结果显示出明显的双线索优势:参与者使用两种线索来检测形状。接下来,我们将双线索条件下的表现与两种感觉线索组合模型所预测的表现进行了比较:一个最小规则(概率求和)和一个整合规则(信息求和)。实验2的结果表明,参与者应用的组合规则优于单纯的概率求和。我们没有发现反对整合规则的证据。

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