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首页> 外文期刊>Frontiers in Psychology >A Feeling for Numbers: Shared Metric for Symbolic and Tactile Numerosities
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A Feeling for Numbers: Shared Metric for Symbolic and Tactile Numerosities

机译:数字的感觉:符号和触觉虚拟度的共享度量

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摘要

Evidence for an approximate analog system of numbers has been provided by the finding that the comparison of two numerals takes longer and is more error-prone if the semantic distance between the numbers becomes smaller (so-called numerical distance effect). Recent embodied theories suggest that analog number representations are based on previous sensory experiences and constitute therefore a common magnitude metric shared by multiple domains. Here we demonstrate the existence of a cross-modal semantic distance effect between symbolic and tactile numerosities. Participants received tactile stimulations of different amounts of fingers while reading Arabic digits and indicated verbally whether the amount of stimulated fingers was different from the simultaneously presented digit or not. The larger the semantic distance was between the two numerosities, the faster and more accurate participants made their judgments. This cross-modal numerosity distance effect suggests a direct connection between tactile sensations and the concept of numerical magnitude. A second experiment replicated the interaction between symbolic and tactile numerosities and showed that this effect is not modulated by the participants’ finger counting habits. Taken together, our data provide novel evidence for a shared metric for symbolic and tactile numerosities as an instance of an embodied representation of numbers.
机译:通过发现以下发现提供了近似的数字模拟系统的证据:两个数字的比较花费的时间更长,并且如果数字之间的语义距离变小,则更容易出错(所谓的数字距离效应)。最近体现的理论表明,模拟数字表示是基于以前的感官经验,因此构成了多个域共享的通用幅度度量。在这里,我们证明了符号和触觉数字之间存在交叉模式语义距离效应。参与者在阅读阿拉伯数字时受到不同手指的触觉刺激,并口头指出受刺激的手指数量是否与同时显示的手指不同。两个数字之间的语义距离越大,参与者做出判断的速度就越快,越准确。这种跨模式的数字距离效应暗示了触感和数值幅度概念之间的直接联系。第二项实验重复了象征性和触觉数字之间的相互作用,并表明参与者的手指计数习惯并未调节这种效果。两者合计,我们的数据为象征和触觉数字的共同度量提供了新颖的证据,作为数字具体体现的实例。

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