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近似数系统与精确计算是如何关联的?

In how many ways is the approximate number system associated with exact calculation?

作者信息

Pinheiro-Chagas Pedro, Wood Guilherme, Knops André, Krinzinger Helga, Lonnemann Jan, Starling-Alves Isabella, Willmes Klaus, Haase Vitor Geraldi

机构信息

Cognitive Neuroimaging Unit, Institut National de la Santé et de la Recherche Médicale (INSERM) U992, Gif/Yvette, France; NeuroSpin Center, Institute of BioImaging Commissariat à l'Energie Atomique (CEA), Gif/Yvette, France; Developmental Neuropsychology Laboratory, Department of Psychology, Universidade Federal de Minas Gerais (UFMG), Belo Horizonte, Brazil.

Department of Neuropsychology, Institute of Psychology, Karl-Franzens University of Graz, Graz, Austria.

出版信息

PLoS One. 2014 Nov 19;9(11):e111155. doi: 10.1371/journal.pone.0111155. eCollection 2014.

Abstract

The approximate number system (ANS) has been consistently found to be associated with math achievement. However, little is known about the interactions between the different instantiations of the ANS and in how many ways they are related to exact calculation. In a cross-sectional design, we investigated the relationship between three measures of ANS acuity (non-symbolic comparison, non-symbolic estimation and non-symbolic addition), their cross-sectional trajectories and specific contributions to exact calculation. Children with mathematical difficulties (MD) and typically achieving (TA) controls attending the first six years of formal schooling participated in the study. The MD group exhibited impairments in multiple instantiations of the ANS compared to their TA peers. The ANS acuity measured by all three tasks positively correlated with age in TA children, while no correlation was found between non-symbolic comparison and age in the MD group. The measures of ANS acuity significantly correlated with each other, reflecting at least in part a common numerosity code. Crucially, we found that non-symbolic estimation partially and non-symbolic addition fully mediated the effects of non-symbolic comparison in exact calculation.

摘要

近似数系统(ANS)一直被发现与数学成绩相关。然而,对于ANS的不同表现形式之间的相互作用以及它们与精确计算有多少种关联方式,我们知之甚少。在一项横断面设计中,我们研究了ANS敏锐度的三种测量方法(非符号比较、非符号估计和非符号加法)之间的关系、它们的横断面轨迹以及对精确计算的具体贡献。参与正式学校教育前六年的数学困难(MD)儿童和学业表现正常(TA)的对照组儿童参与了该研究。与TA同龄人相比,MD组在ANS的多种表现形式上存在缺陷。TA儿童中,所有三项任务测量的ANS敏锐度与年龄呈正相关,而MD组中非符号比较与年龄之间未发现相关性。ANS敏锐度的各项测量之间显著相关,这至少部分反映了一个共同的数量编码。至关重要的是,我们发现非符号估计部分介导了非符号比较在精确计算中的作用,非符号加法则完全介导了这一作用。

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