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首页> 外文期刊>The quarterly journal of experimental psychology: QJEP >Representation of numerical magnitude in math-anxious individuals
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Representation of numerical magnitude in math-anxious individuals

机译:数学焦虑的数量的表示

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Larger distance effects in high math-anxious individuals (HMA) performing comparison tasks have previously been interpreted as indicating less precise magnitude representation in this population. A recent study by Dietrich, Huber, Moeller, and Klein limited the effects of math anxiety to symbolic comparison, in which they found larger distance effects for HMA, despite equivalent size effects. However, the question of whether distance effects in symbolic comparison reflect the properties of the magnitude representation or decisional processes is currently under debate. This study was designed to further explore the relation between math anxiety and magnitude representation through three different tasks. HMA and low math-anxious individuals (LMA) performed a non-symbolic comparison, in which no group differences were found. Furthermore, we did not replicate previous findings in an Arabic digit comparison, in which HMA individuals showed equivalent distance effects to their LMA peers. Lastly, there were no group differences in a counting Stroop task. Altogether, an explanation of math anxiety differences in terms of less precise magnitude representation is not supported.
机译:在高数学焦虑的个人(HMA)中,执行比较任务的较大距离效应先前被解释为表明该人群中的较少的精确幅度表示。最近由Dietrich,Huber,Moeller和Klein的研究限制了数学焦虑与象征性比较的影响,其中它们为HMA找到了更大的距离效应,尽管等同的尺寸效应。然而,象征性比较中距离效应是否反映了额度表示或决策过程的性质的问题目前在辩论中。本研究旨在通过三种不同任务进一步探索数学焦虑与大小表示之间的关系。 HMA和低数学焦虑的个体(LMA)进行了非象征性比较,其中没有发现群体差异。此外,我们没有在阿拉伯语数字比较中复制以前的发现,其中HMA个体对其LMA对等体显示出等效的距离效应。最后,计数Throop任务中没有组差异。完全,不支持对数学焦虑差异的解释不受支持。

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