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Kindergartners’ Fluent Processing of Symbolic Numerical Magnitude is Predicted by Their Cardinal Knowledge and Implicit Understanding of Arithmetic Two Years Earlier

机译:幼稚园对符号数值幅度的流利处理取决于他们两年前的基本知识和对算术的隐式理解

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摘要

Fluency in first graders’ processing of the magnitudes associated with Arabic numerals, collections of objects, and mixtures of objects and numerals predicts current and future mathematics achievement. The quantitative competencies that support the development of fluent processing of magnitude are not fully understood, however. At the beginning and end of preschool (M = 3 years, 9 months at first assessment; range 3 years, 3 months to 4years, 3 months), 112 (51 boys) children completed tasks measuring numeral recognition and comparison, acuity of the approximate number system, and knowledge of counting principles, cardinality, and implicit arithmetic, and completed a magnitude processing task (number sets test) in kindergarten. Use of Bayesian and linear regression techniques revealed that two measures of preschoolers’ cardinal knowledge and their competence at implicit arithmetic predicted later fluency of magnitude processing, controlling domain general factors, preliteracy skills, and parental education. The results help to narrow the search for the early foundation of children’s emerging competence with symbolic mathematics and provide direction for early interventions.
机译:一年级学生对与阿拉伯数字,对象的集合以及对象和数字的混合相关的量级的流利程度可以预测当前和将来的数学成就。但是,尚未完全理解支持流利的数量级处理发展的定量能力。在学龄前开始和结束时(初次评估为M = 3岁9个月;范围3岁3个月至4岁3个月),有112名(51名男孩)儿童完成了测量数字识别和比较的任务,其敏锐度数字系统,以及计数原理,基数和隐式算术方面的知识,并在幼儿园完成了一个数量级处理任务(数字集测试)。贝叶斯和线性回归技术的使用表明,学龄前儿童的基本知识和他们在隐式算术上的能力的两种测量方法可以预测以后的量级处理,控制领域的一般因素,识字能力和父母教育的流利程度。结果有助于通过符号数学来缩小对儿童新兴能力的早期基础的搜索范围,并为早期干预提供指导。

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