网络干扰与数字事实检索:来自儿童字母应用的证据。

D J Graham, J I Campbell
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引用次数: 45

摘要

通过让三年级和四年级的孩子记忆字母应用事实(由字母而不是数字组成的类似算术的记忆项目),研究了几种数字事实检索现象的起源。在几个重要方面并行存储算术事实的字母表应用性能:结果表明:(a)与非相关性问题(E, I = p)相比,相关性问题(例如,E, E = j)具有较大的性能优势,(b)大多数错误涉及正确α表的答案,(c)响应时间和错误率在问题之间具有很强的相关性,(d)对学习较差的问题的正确答案往往是最常见的错误反应,(E)在学习序列中稍后引入的问题的性能较低。综上所述,这些发现支持网络干扰方法(Campbell & Graham, 1985)来记忆算术事实。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Network interference and number-fact retrieval: evidence from children's alphaplication.

The origins of several phenomena of number-fact retrieval were investigated by having children in Grades 3 and 4 memorize alphaplication facts (arithmetic-like memory items composed of letters instead of numbers). Alphaplication performance paralleled memory for arithmetic facts in several important respects: Results showed (a) a large performance advantage for tie (e.g., E, E = j) over nontie problems (E, I = p), (b) that most errors involved answers from the correct alpha-table, (c) that response times and error rates were strongly correlated across problems, (d) that the correct answers to poorly learned problems tended to be the most common error responses, and (e) that performance was lower for problems introduced later in the learning sequence. Taken together, these findings support a network-interference approach (Campbell & Graham, 1985) to memory for arithmetic facts.

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