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聚类会导致数量估计不足,但拥挤并非其原因。

Clustering leads to underestimation of numerosity, but crowding is not the cause.

作者信息

Chakravarthi Ramakrishna, Bertamini Marco

机构信息

School of Psychology, University of Aberdeen, Kings College, Aberdeen AB24 3FX, UK.

Department of Psychological Sciences, University of Liverpool, Liverpool, L69 7ZA, UK.

出版信息

Cognition. 2020 May;198:104195. doi: 10.1016/j.cognition.2020.104195. Epub 2020 Jan 28.

Abstract

Humans have the remarkable ability to rapidly estimate the number of objects in a visual scene without relying on counting, something referred to as the number sense. It has been well documented that the more clustered the elements are, the lower their perceived numerosity is. A recent account of this observation is the crowdinghypothesis, which posits that the perceived underestimation is driven by visual crowding: the inability to recognise objects in clutter. Crowding can impair individuation of the elements, which would explain the underestimation. Here, we tested the crowding hypothesis by assessing numerosity estimation and crowding for the same stimulus configurations in the same participants. Experiment 1 compared the two tasks when numerosity can be considered to be estimated directly by the visual system (reference patch density = 0.12 items/deg), while Experiment 2 used high density stimuli (density = 0.88 items/deg), where numerosity may be estimated indirectly. In both cases, we found that spacing and similarity between elements affected estimation and crowding tasks in markedly different ways. These results are incompatible with a crowding account of numerosity underestimation and point to separate mechanisms for object identification and number estimation, although grouping may play a moderating role in both cases.

摘要

人类具有非凡的能力,能够在不依赖计数的情况下快速估计视觉场景中的物体数量,这被称为数字感。有充分的文献记载,元素聚类程度越高,其感知到的数量就越低。对这一观察结果的最新解释是拥挤假说,该假说认为感知到的数量低估是由视觉拥挤驱动的:即在杂乱环境中无法识别物体。拥挤会损害元素的个体化,这可以解释数量低估现象。在这里,我们通过评估同一参与者在相同刺激配置下的数量估计和拥挤情况来测试拥挤假说。实验1比较了在视觉系统可直接估计数量时(参考斑块密度 = 0.12个项目/度)的两项任务,而实验2使用了高密度刺激(密度 = 0.88个项目/度),此时数量可能是间接估计的。在这两种情况下,我们发现元素之间的间距和相似性对估计任务和拥挤任务的影响方式明显不同。这些结果与数量低估的拥挤解释不相符,并指出物体识别和数量估计存在不同的机制,尽管分组在这两种情况下可能都起到调节作用。

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