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The developmental onset of symbolic approximation: beyond nonsymbolic representations the language of numbers matters

机译:符号逼近的发展开始:除了非符号表示外数字语言也很重要

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摘要

Symbolic (i.e., with Arabic numerals) approximate arithmetic with large numerosities is an important predictor of mathematics. It was previously evidenced to onset before formal schooling at the kindergarten age () and was assumed to map onto pre-existing nonsymbolic (i.e., abstract magnitudes) representations. With a longitudinal study (Experiment 1), we show, for the first time, that nonsymbolic and symbolic arithmetic demonstrate different developmental trajectories. In contrast to findings, Experiment 1 showed that symbolic arithmetic onsets in grade 1, with the start of formal schooling, not earlier. had examined English-speaking children, whereas we assessed a large Dutch-speaking sample. The Dutch language for numbers can be cognitively more demanding, for example, due to the inversion property in numbers above 20. Thus, for instance, the number 48 is named in Dutch “achtenveertig” (eight and forty) instead of “forty eight.” To examine the effect of the language of numbers, we conducted a cross-cultural study with English- and Dutch-speaking children that had similar SES and math achievement skills (Experiment 2). Results demonstrated that Dutch-speaking kindergarteners lagged behind English-speaking children in symbolic arithmetic, not nonsymbolic and demonstrated a working memory overload in symbolic arithmetic, not nonsymbolic. Also, we show for the first time that the ability to name two-digit numbers highly correlates with symbolic approximate arithmetic not nonsymbolic. Our experiments empirically demonstrate that the symbolic number system is modulated more by development and education than the nonsymbolic system. Also, in contrast to the nonsymbolic system, the symbolic system is modulated by language.
机译:具有大数字的符号(即阿拉伯数字)近似算术是数学的重要预测指标。先前已证明它在幼儿园年龄正式上学之前就开始发作,并且被认为可以映射到预先存在的非符号(即抽象幅度)表示上。通过纵向研究(实验1),我们首次证明了非符号和符号算术展示了不同的发展轨迹。与发现相反,实验1显示1年级的象征性算术发作是从正式入学开始的,而不是更早的。对讲英语的孩子进行了检查,而我们评估了一个大型的讲荷兰语的样本。例如,由于数字在20之上的倒置属性,因此荷兰语中的数字语言可能要求更高。例如,数字48用荷兰语“ achtenveertig”(八十和四十)而不是“四十八”来命名。 ”为了检验数字语言的影响,我们对具有类似SES和数学成就技能的英语和荷兰语儿童进行了跨文化研究(实验2)。结果表明,讲荷兰语的幼儿园儿童在符号算术上而非英语上落后于说英语的孩子,并且在符号算术上(而非符号上)表现出工作记忆超负荷。此外,我们首次显示了两位数命名的能力与符号近似算术高度相关,而不是非符号。我们的实验从经验上证明,符号数字系统比非符号系统更受发展和教育的调节。而且,与非符号系统相反,符号系统是由语言调制的。

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