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儿童对数字的直觉感知独立于他们对面积、密度、长度和时间的感知发展。

Children's intuitive sense of number develops independently of their perception of area, density, length, and time.

机构信息

Department of Psychology, University of British Columbia, Vancouver, Canada.

出版信息

Dev Sci. 2018 Mar;21(2). doi: 10.1111/desc.12533. Epub 2017 May 12.

Abstract

Young children can quickly and intuitively represent the number of objects in a visual scene through the Approximate Number System (ANS). The precision of the ANS - indexed as the most difficult ratio of two numbers that children can reliably discriminate - is well known to improve with development: whereas infants require relatively large ratios to discriminate number, children can discriminate finer and finer changes in number between toddlerhood and early adulthood. Which factors drive the developmental improvements in ANS precision? Here, we investigate the influence of four non-numeric dimensions - area, density, line length, and time - on ANS development, exploring the degree to which the ANS develops independently from these other dimensions, from inhibitory control, and from domain-general factors such as attention and working memory that are shared between these tasks. A sample of 185 children between the ages of 2 and 12 years completed five discrimination tasks: approximate number, area, density, length, and time. We report three main findings. First, logistic growth models applied to both accuracy and Weber fractions (w; an index of ANS precision) across age reveal distinct developmental trajectories across the five dimensions: while area and length develop by adolescence, time and density do not develop fully until early adulthood, with ANS precision developing at an intermediate rate. Second, we find that ANS precision develops independently of the other four dimensions, which in turn develop independently of the ANS. Third, we find that ANS precision also develops independently from individual differences in inhibitory control (indexed as the difference in accuracy and w between Congruent and Incongruent ANS trials). Together, these results are the first to provide evidence for domain-specific improvements in ANS precision, and place children's maturing perception of number, space, and time into a broader developmental context.

摘要

年幼的儿童可以通过近似数量系统(ANS)快速而直观地表示视觉场景中的物体数量。ANS 的精度 - 作为儿童能够可靠区分的两个数字的最困难比值 - 随着发展而提高是众所周知的:虽然婴儿需要相对较大的比值来区分数量,但儿童可以在幼儿期和成年早期之间区分更精细的数量变化。哪些因素推动了 ANS 精度的发展性提高?在这里,我们研究了四个非数字维度 - 面积、密度、线长和时间 - 对 ANS 发展的影响,探索了 ANS 从这些其他维度、从抑制控制以及从注意力和工作记忆等领域通用因素独立发展的程度,这些任务之间存在共享。185 名 2 至 12 岁的儿童完成了五个辨别任务:近似数量、面积、密度、长度和时间。我们报告了三个主要发现。首先,逻辑增长模型应用于准确性和韦伯分数(w;ANS 精度的指标)在整个年龄范围内,揭示了五个维度的不同发展轨迹:虽然面积和长度在青春期发展,但时间和密度要到成年早期才能完全发展,而 ANS 精度以中等速度发展。其次,我们发现 ANS 精度的发展独立于其他四个维度,而这四个维度又独立于 ANS 发展。第三,我们发现 ANS 精度的发展也独立于抑制控制的个体差异(以 Congruent 和 Incongruent ANS 试验之间的准确性和 w 的差异来衡量)。总的来说,这些结果首次提供了证据,证明 ANS 精度在特定领域有所提高,并将儿童对数字、空间和时间的成熟感知纳入更广泛的发展背景中。

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