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符号计数与数字守恒之间的发展关系。

Developmental relations between notational counting and number conservation.

作者信息

Saxe G B

出版信息

Child Dev. 1979 Mar;50(1):180-7.

PMID:446202
Abstract

The 2 studies of this report sought to determine the developmental relationship between the child's use of counting as a notational symbol system to extract, compare, and reproduce numerical information and the development of number conservation. In study 1, children between 4 and 6 years of age were administered notational-counting and number-conservation tasks. Analysis of children's profiles across tasks indicated that children develop quantitative counting strategies (but do not necessarily count accurately) before they develop number-conservation concepts. In study 2, the generality of this sequence was tested. A population of 7- to 9-year-old "learning-disabled" children who reportedly were developing atypical counting skills were administered notational-counting and number-conservation tasks. All of these children who conserved number also used quantitative counting strategies, although some of these children frequently counted arrays inaccurately. The significance of these findings is discussed with respect to existing models of counting/number-conservation relations, and an alternative formulation is suggested based upon the new findings.

摘要

本报告中的两项研究旨在确定儿童将计数作为一种符号系统来提取、比较和再现数字信息的能力与数字守恒能力发展之间的关系。在研究1中,对4至6岁的儿童进行了符号计数和数字守恒任务。对儿童在各项任务中的表现分析表明,儿童在形成数字守恒概念之前就发展出了定量计数策略(但不一定计数准确)。在研究2中,对这一顺序的普遍性进行了测试。对一群据报道正在发展非典型计数技能的7至9岁“学习障碍”儿童进行了符号计数和数字守恒任务。所有这些具备数字守恒能力的儿童也都使用了定量计数策略,尽管其中一些儿童经常不准确地数阵列。针对现有的计数/数字守恒关系模型讨论了这些发现的意义,并根据新发现提出了一种替代的表述方式。

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