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算术运算与验证中的检索过程。

Retrieval processes in arithmetic production and verification.

作者信息

Campbell J I, Tarling D P

机构信息

Department of Psychology, University of Saskatchewan, Saskatoon, SK, Canada.

出版信息

Mem Cognit. 1996 Mar;24(2):156-72. doi: 10.3758/bf03200878.

Abstract

To investigate whether arithmetic production and verification involve the same retrieval processes, we alternated multiplication production trials (e.g., 9 x 6 = ?) with verification trials (4 x 9 = 36, true or false?) and analyzed positive error priming. Positive error priming is the phenomenon in which errors frequently match correct answers from preceding problems. Production errors were strongly primed by previous production trials (the error-answer matching rate was about 90% greater than expected by chance), but production errors were not strongly primed by previous verification trials (approximately 13% above chance). Conversely, false-verification errors were primed by previous verification trials (approximately 25% above chance), but not by production trials. The results indicated that arithmetic production and verification were mediated by different memory processes and suggest a familiarity-based over a retrieval-based model of arithmetic verification.

摘要

为了研究算术运算和验证是否涉及相同的检索过程,我们将乘法运算试验(例如,9×6=?)与验证试验(4×9=36,对或错?)交替进行,并分析了正向错误启动。正向错误启动是指错误经常与先前问题的正确答案相匹配的现象。运算错误受到先前运算试验的强烈启动(错误答案匹配率比随机预期高约90%),但运算错误并未受到先前验证试验的强烈启动(比随机水平高约13%)。相反,错误验证错误受到先前验证试验的启动(比随机水平高约25%),但不受运算试验的启动。结果表明,算术运算和验证由不同的记忆过程介导,并表明算术验证基于熟悉度而非基于检索的模型。

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