Department of Psychological Sciences, University of Missouri Columbia, MO, USA.
Front Psychol. 2013 May 16;4:195. doi: 10.3389/fpsyg.2013.00195. eCollection 2013.
The study tested the hypothesis that acuity of the potentially inherent approximate number system (ANS) contributes to risk of mathematical learning disability (MLD). Sixty-eight (35 boys) preschoolers at risk for school failure were assessed on a battery of quantitative tasks, and on intelligence, executive control, preliteracy skills, and parental education. Mathematics achievement scores at the end of 1 year of preschool indicated that 34 of these children were at high risk for MLD. Relative to the 34 typically achieving children, the at risk children were less accurate on the ANS task, and a one standard deviation deficit on this task resulted in a 2.4-fold increase in the odds of MLD status. The at risk children also had a poor understanding of ordinal relations, and had slower learning of Arabic numerals, number words, and their cardinal values. Poor performance on these tasks resulted in 3.6- to 4.5-fold increases in the odds of MLD status. The results provide some support for the ANS hypothesis but also suggest these deficits are not the primary source of poor mathematics learning.
该研究检验了这样一个假设,即潜在固有近似数量系统 (ANS) 的敏锐度有助于数学学习障碍 (MLD) 的风险。68 名(35 名男孩)有学业失败风险的学龄前儿童接受了一系列定量任务、智力、执行控制、前读写技能和父母教育的评估。在学前教育结束后的 1 年内,数学成绩表明,其中 34 名儿童有较高的 MLD 风险。与 34 名表现正常的儿童相比,这些有风险的儿童在 ANS 任务上的准确性较低,该任务的一个标准差缺陷导致 MLD 状态的几率增加了 2.4 倍。有风险的儿童对序数关系的理解也较差,对阿拉伯数字、数字单词及其基数的学习速度较慢。这些任务的表现不佳导致 MLD 状态的几率增加了 3.6 到 4.5 倍。研究结果为 ANS 假说提供了一些支持,但也表明这些缺陷不是数学学习不良的主要原因。