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关于在按接近度分组中曲率令人惊讶的显著性。

On the surprising salience of curvature in grouping by proximity.

作者信息

Strother Lars, Kubovy Michael

机构信息

Department of Psychology, University of Virginia.

出版信息

J Exp Psychol Hum Percept Perform. 2006 Apr;32(2):226-234. doi: 10.1037/0096-1523.32.2.226.

Abstract

The authors conducted 3 experiments to explore the roles of curvature, density, and relative proximity in the perceptual organization of ambiguous dot patterns. To this end, they developed a new family of regular dot patterns that tend to be perceptually grouped into parallel contours, dot-sampled structured grids (DSGs). DSGs are similar to the dot lattices used to study grouping by proximity, except that only one of the potential organizations is rectilinear; the others are curvilinear. The authors used the method of M. Kubovy and J. Wagemans (1995) to study grouping by proximity in DSGs. They found that in the competition between the most likely organizations, one rectilinear and the other curvilinear, the latter is more salient. This phenomenon cannot be explained by contemporary accounts of grouping by proximity or contour integration.

摘要

作者进行了3项实验,以探究曲率、密度和相对接近度在模棱两可的点阵模式的知觉组织中的作用。为此,他们开发了一组新的规则点阵模式,这些模式在知觉上倾向于被分组为平行轮廓,即点采样结构化网格(DSG)。DSG类似于用于通过接近度研究分组的点阵,不同之处在于,潜在的组织中只有一种是直线的,其他的是曲线的。作者采用了M. 库博维和J. 瓦格曼斯(1995年)的方法来研究DSG中的接近度分组。他们发现,在最有可能的两种组织(一种直线的和另一种曲线的)之间的竞争中,后者更显著。当代关于通过接近度或轮廓整合进行分组的解释无法说明这一现象。

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