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空间和非空间分组线索在近似数量感知中的相互作用。

The interplay between spatial and non-spatial grouping cues over approximate number perception.

机构信息

Cognitive Neuroimaging Unit, CEA, INSERM, Université Paris-Saclay, NeuroSpin center, 91191, Gif/Yvette, France.

Collège de France, Université Paris Sciences Lettres (PSL), 75005, Paris, France.

出版信息

Atten Percept Psychophys. 2024 Jul;86(5):1668-1680. doi: 10.3758/s13414-024-02908-4. Epub 2024 Jun 10.

Abstract

Humans and animals share the cognitive ability to quickly extract approximate number information from sets. Main psychophysical models suggest that visual approximate numerosity relies on segmented units, which can be affected by Gestalt rules. Indeed, arrays containing spatial grouping cues, such as connectedness, closure, and even symmetry, are underestimated compared to ungrouped arrays with equal low-level features. Recent evidence suggests that non-spatial cues, such as color-similarity, also trigger numerosity underestimation. However, in natural vision, several grouping cues may coexist in the scene. Notably, conjunction of grouping cues (color and closure) reduces perceived numerosity following an additive rule. To test whether the conjunction-effect holds for other Gestalt cues, we investigated the effect of connectedness and symmetry over numerosity perception both in isolation and, critically, in conjunction with luminance similarity. Participants performed a comparison-task between a reference and a test stimulus varying in numerosity. In Experiment 1, test stimuli contained two isolated groupings (connectedness or luminance), a conjunction (connectedness and luminance), and a neutral condition (no groupings). Results show that point of subjective equality was higher in both isolated grouping conditions compared to the neutral condition. Furthermore, in the conjunction condition, the biases from isolated grouping cues added linearly, resulting in a numerosity underestimation equal to the sum of the isolated biases. In Experiment 2 we found that conjunction of symmetry and luminance followed the same additive rule. These findings strongly suggest that both spatial and non-spatial isolated cues affect numerosity perception. Crucially, we show that their conjunction effect extends to symmetry and connectedness.

摘要

人类和动物都具有从集合中快速提取近似数量信息的认知能力。主要的心理物理模型表明,视觉近似数量依赖于分段单元,这些单元可能受到格式塔规则的影响。事实上,与具有相同低水平特征的未分组阵列相比,包含空间分组线索的阵列(如连通性、封闭性,甚至对称性)被低估了。最近的证据表明,非空间线索,如颜色相似性,也会引发数量低估。然而,在自然视觉中,场景中可能存在多种分组线索。值得注意的是,分组线索(颜色和封闭性)的结合按照加法规则减少了感知数量。为了测试这种结合效应是否适用于其他格式塔线索,我们研究了连通性和对称性对数量感知的影响,无论是单独作用还是与亮度相似性结合作用。参与者在参考刺激和测试刺激之间执行数量比较任务,测试刺激在数量上变化。在实验 1 中,测试刺激包含两个孤立的分组(连通性或亮度)、一个结合(连通性和亮度)和一个中性条件(没有分组)。结果表明,在孤立分组条件下,主观相等点均高于中性条件。此外,在结合条件下,孤立分组线索的偏差线性相加,导致数量低估等于孤立偏差的总和。在实验 2 中,我们发现对称性和亮度的结合遵循相同的加法规则。这些发现强烈表明,空间和非空间孤立线索都影响数量感知。至关重要的是,我们表明它们的结合效应扩展到对称性和连通性。

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