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工作记忆与儿童心算

Working memory and children's mental addition.

作者信息

Adams J W, Hitch G J

机构信息

Department of Psychology, University of York, York, Heslington, YO1 5DD, United Kingdom.

出版信息

J Exp Child Psychol. 1997 Oct;67(1):21-38. doi: 10.1006/jecp.1997.2397.

Abstract

Two experiments investigated the extent to which children's mental arithmetic is constrained by working memory rather than their arithmetical competence. A span procedure was used to measure the limit on English- and German-speaking children's ability to add together pairs of multidigit numbers. The children's ages ranged from 7 years 7 months to 11 years 5 months. Spans for mental addition were higher when the numbers to be added were visible throughout calculation than when they were not, consistent with a working memory constraint. Variation in addition span with children's age and with difficulty of the arithmetical operations approximated to a linear function of the speed of adding integers. A similar speed/span relationship has previously been observed for counting span, an artificial task designed to load working memory by combining separate processing and storage subtasks. We conclude that the natural task of mental addition, which combines processing and storage as intrinsic components, reflects working memory in a similar way. Results were remarkably similar both between cultures and across age groups, consistent with the notion of working memory as a general-purpose resource with dynamics that are indifferent to the detailed nature of operations.

摘要

两项实验探究了儿童心算在多大程度上受工作记忆的限制,而非其算术能力的限制。采用跨度程序来测量说英语和德语的儿童将多位数对相加的能力极限。儿童年龄在7岁7个月至11岁5个月之间。在整个计算过程中待相加的数字可见时,心算加法的跨度比数字不可见时更高,这与工作记忆限制相符。加法跨度随儿童年龄以及算术运算难度的变化近似于整数加法速度的线性函数。此前在计数跨度任务中也观察到了类似的速度/跨度关系,计数跨度任务是一项人为设计的任务,旨在通过组合单独的处理和存储子任务来负荷工作记忆。我们得出结论,心算加法这项将处理和存储作为内在组成部分的自然任务,以类似方式反映了工作记忆。不同文化间和不同年龄组的结果都非常相似,这与工作记忆是一种通用资源的观点一致,其动态特性与运算的详细性质无关。

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