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Sensitivity to general and specific numerical features in typical achievers and children with mathematics learning disability

机译:典型成就者和数学学习障碍儿童对一般和特定数字特征的敏感性

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摘要

We examined the development of sensitivity to general and specific numerical features in typical achievers and in 6th and 8th graders with mathematics learning disability (MLD), using two effects in mental multiplication: operand-relatedness (i.e., difficulty in avoiding errors that are related to the operands via a shared multiplication row) and decade-consistency (i.e., difficulty in avoiding errors that are operand related and also share a decade with the true result). Responses to decade-consistent products were quick but erroneous. In line with the processing sequence in adults, children first became sensitive to the general numerical feature of operand-relatedness (typical achieversfrom 3rd grade; children with MLD in 8th grade) and only later to the specific feature of decade-consistency (typical achieversfrom 4th grade, but only from 6th grade in a mature pattern). Implications of the numerical sensitivity in children with MLD are discussed.
机译:我们使用了心理乘法中的两个效应,检验了典型成就者以及数学学习障碍(MLD)的一般成就者和六年级和八年级学生对一般和特定数字特征的敏感性的发展:操作数相关性(即,避免与错误相关的错误的难度)操作数通过共享的乘法行)和十进制一致性(即,难以避免与操作数相关并且也与真实结果共享十进制的错误)。对具有十年一致性的产品的反应很快,但却是错误的。根据成人的处理顺序,儿童首先对操作数相关的一般数字特征(三年级的典型成就者;八年级的MLD儿童)变得敏感,然后才对十年一致性的特定特征(第四年级的典型成就者)变得敏感。年级,但仅以成熟模式从六年级开始)。讨论了对MLD儿童的数字敏感性的含义。

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