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有时候“无”就是“无”:空集的自动处理。

Sometimes nothing is simply nothing: Automatic processing of empty sets.

机构信息

Department of Behavioral Sciences, Ariel University, Ariel, Israel.

Department of Psychology, Achva Academic College, Arugot, Israel.

出版信息

Q J Exp Psychol (Hove). 2022 Oct;75(10):1810-1827. doi: 10.1177/17470218211066436. Epub 2021 Dec 30.

DOI:10.1177/17470218211066436
PMID:34844455
Abstract

Previous work using the numerical comparison task has shown that an empty set, the nonsymbolic manifestation of zero, can be represented as the smallest quantity of the numerical magnitude system. In this study, we examined whether an empty set can be represented as such under conditions of automatic processing in which deliberate processing of stimuli magnitudes is not required by the task. In Experiment 1, participants performed physical and numerical comparisons of empty sets (i.e., empty frames) and of other numerosities presented as framed arrays of 1 to 9 dots. The physical sizes of the frames varied within pairs. Both tasks revealed a size congruity effect (SCE) for comparisons of non-empty sets. In contrast, comparisons to empty sets produced an inverted SCE in the physical comparison task, whereas no SCE was found for comparisons to empty sets in the numerical comparison task. In Experiment 2, participants performed an area comparison task using the same stimuli as Experiment 1 to examine the effect of visual cues on the automatic processing of empty sets. The results replicated the findings of the physical comparison task in Experiment 1. Taken together, our findings indicate that empty sets are not perceived as "zero," but rather as "nothing," when processed automatically. Hence, the perceptual dominance of empty sets seems to play a more important role under conditions of automatic processing, making it harder to abstract the numerical meaning of zero from empty sets.

摘要

先前使用数值比较任务的研究表明,空集,即零的非符号表现,可以被表示为数量系统的最小数量。在这项研究中,我们考察了在自动处理条件下,空集是否可以被表示为这样的情况,即在任务中不需要对刺激大小进行刻意处理。在实验 1 中,参与者进行了空集(即空框)和其他数量的物理和数值比较,这些数量以 1 到 9 个点的框架数组呈现。框架的物理大小在对之间变化。两个任务都揭示了非空集的大小一致性效应(SCE)。相比之下,在物理比较任务中,对空集的比较产生了反转的 SCE,而在数值比较任务中,对空集的比较没有发现 SCE。在实验 2 中,参与者使用与实验 1 相同的刺激进行了面积比较任务,以检查视觉线索对空集自动处理的影响。结果复制了实验 1 中物理比较任务的发现。总之,我们的发现表明,当自动处理时,空集不被视为“零”,而是被视为“无”。因此,在自动处理条件下,空集的感知优势似乎更为重要,从而更难从空集中抽象出零的数值意义。

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