Cohen L, Dehaene S
Service de Neurologie, Hôpital de la Salpêtrière, Paris, France.
Brain Lang. 1994 Aug;47(2):214-32. doi: 10.1006/brln.1994.1050.
We report the case of an anarithmetic patient with a selective deficit of memory for elementary arithmetic facts, who produced, for instance, "25" in answer to "4 x 5." The patient showed good language comprehension and production abilities, had minimal number transcoding difficulties, and mastered normally multidigit arithmetic procedures. She was submitted to a series of calculation, verification, and number classification tasks. The arithmetic deficit was evident in both recognition and recall tasks, was consistent across testing sessions, and did not vary as a function of the format used for presentation of the problems. The patient failed even when only implicit access to arithmetic facts was expected: In a timed addition verification task, she did not show a normal inhibition effect when rejecting addition problems in which the proposed result was the product of the two operands (e.g., "3 + 4 = 12"). We suggest that the deficit resulted from a specific and permanent degradation of some connections and nodes in arithmetic long-term memory.
我们报告了一例患有基本算术事实记忆选择性缺陷的失算症患者,例如,她对“4×5”的回答是“25”。该患者表现出良好的语言理解和表达能力,数字转码困难极小,并且正常掌握多位数算术运算程序。她接受了一系列计算、验证和数字分类任务。算术缺陷在识别和回忆任务中均很明显,在各测试环节中保持一致,并且不随问题呈现格式的变化而变化。即使只期望对算术事实进行内隐提取,该患者也表现不佳:在一个限时加法验证任务中,当拒绝所提出的结果是两个运算数乘积的加法问题(例如,“3 + 4 = 12”)时,她没有表现出正常的抑制效应。我们认为,这种缺陷是由于算术长期记忆中某些连接和节点的特定且永久性退化所致。