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Impaired Acuity of the Approximate Number System Underlies Mathematical Learning Disability (Dyscalculia)

机译:近似数系统的视力受损是数学学习障碍(Dyscalculia)的基础

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摘要

Many children have significant mathematical learning disabilities (MLD, or dyscalculia) despite adequate schooling. The current study hypothesizes that MLD partly results from a deficiency in the Approximate Number System (ANS) that supports nonverbal numerical representations across species and throughout development. In this study of 71 ninth graders, it is shown that students with MLD have significantly poorer ANS precision than students in all other mathematics achievement groups (low, typically, and high achieving), as measured by psychophysical assessments of ANS acuity (w) and of the mappings between ANS representations and number words (cv). This relation persists even when controlling for domain-general abilities. Furthermore, this ANS precision does not differentiate low-achieving from typically achieving students, suggesting an ANS deficit that is specific to MLD.
机译:尽管有足够的学历,许多孩子还是有明显的数学学习障碍(MLD,或神经错觉)。当前的研究假设,MLD的部分原因是近似数字系统(ANS)的不足,该数字系统支持跨物种和整个发育过程的非言语数字表示。在这项对71名九年级学生的研究中,通过对ANS敏锐度(w)和心理敏锐度的心理物理评估,我们发现,与所有其他数学成绩组(低,通常和高成绩)相比,MLD的学生的ANS精度明显较差。 ANS表示和数字词(cv)之间的映射关系。即使在控制领域通用能力时,这种关系仍然存在。此外,这种ANS精度无法将低成就学生与通常取得成就的学生区分开来,表明ML特有的ANS赤字。

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