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The Acuity and Manipulability of the ANS Have Separable Influences on Preschoolersa?? Symbolic Math Achievement

机译:ANS的能力和可操作性对学龄前儿童有不同的影响?符号数学成就

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The approximate number system (ANS) is widely considered to be a foundation for the acquisition of uniquely human symbolic numerical capabilities. However, the mechanism by which the ANS may support symbolic number representations and mathematical thought remains poorly understood. In the present study, we investigated two pathways by which the ANS may influence early math abilities: variability in the acuity of the ANS representations, and children’s’ ability to manipulate ANS representations. We assessed the relation between 4-year-old children’s performance on a non-symbolic numerical comparison task, a non-symbolic approximate addition task, and a standardized symbolic math assessment. Our results indicate that ANS acuity and ANS manipulability each contribute unique variance to preschooler’s early math achievement, and this result holds after controlling for both IQ and executive functions. These findings suggest that there are multiple routes by which the ANS influences math achievement. Therefore, interventions that target both the precision and manipulability of the ANS may prove to be more beneficial for improving symbolic math skills compared to interventions that target only one of these factors.
机译:近似数系统(ANS)被广泛认为是获得独特的人类符号数字能力的基础。但是,ANS支持符号数字表示和数学思想的机制仍然知之甚少。在本研究中,我们调查了ANS可能影响早期数学能力的两种途径:ANS表示的敏锐度变化和儿童操纵ANS表示的能力。我们评估了4岁儿童在非符号数字比较任务,非符号近似加法任务和标准化符号数学评估中的表现之间的关系。我们的结果表明,ANS的敏锐度和ANS的可操纵性均对学龄前儿童的早期数学成绩产生了独特的影响,并且在控制了IQ和执行功能后,这一结果仍然成立。这些发现表明,ANS通过多种途径影响数学成绩。因此,与仅针对这些因素之一的干预相比,针对ANS的精度和可操作性的干预可能被证明对提高符号数学技能更有益。

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