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Beyond magnitude: Judging ordinality of symbolic number is unrelated to magnitude comparison and independently relates to individual differences in arithmetic

机译:超越幅度:判断符号数的序数与幅度比较无关,并且与算术中的个体差异无关

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摘要

In the field of numerical cognition, ordinality, the sequence of numerals, has received less attention than cardinality, the number of items in a set. Therefore it is unclear whether numerical effects generated from ordinality and cardinality tasks are associated, and whether they relate to math achievement and more domain-general variables in similar ways. To address these questions, sixty adults completed ordinality, cardinality, visual-spatial working memory, inhibitory control and math achievement tasks. The numerical distance effect from the cardinality task and reverse distance effect from the ordinality task were reliable but not associated with one another. Additionally, both distance effects predicted independent unique variance in math scores, even when visual-spatial working memory and inhibitory control were included in the regression model. These findings provide support for dissociation in the mechanisms underlying cardinal and ordinal processing of number symbols and thereby highlight the critical role played by ordinality in symbolic numerical cognition.
机译:在数字认知领域,序数(即数字序列)受到的关注少于基数(即一组项目的数量)。因此,尚不清楚从普通任务和基数任务产生的数字效果是否相关联,以及它们是否以相似的方式与数学成就和更多领域通用变量相关。为了解决这些问题,六十名成年人完成了常规,基数,视觉空间工作记忆,抑制控制和数学成就任务。来自基数任务的数值距离效应和来自普通任务的反向距离效应是可靠的,但并不相互关联。此外,即使在回归模型中包括了视觉空间工作记忆和抑制控制,这两种距离效应都预测了数学分数的独立唯一变化。这些发现为数字符号的基数和序数处理的基础机制的分离提供了支持,从而突出了序数在符号数字认知中所起的关键作用。

著录项

  • 作者

    Goffin, Celia;

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  • 年度 2015
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  • 原文格式 PDF
  • 正文语种 English
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