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简短非符号近似算术训练对健康一年级儿童的认知和神经影响。

Cognitive and Neural Effects of a Brief Nonsymbolic Approximate Arithmetic Training in Healthy First Grade Children.

作者信息

Gouet Camilo, Gutiérrez Silva César A, Guedes Bruno, Peña Marcela

机构信息

Cognitive Neuroscience Laboratory, Pontificia Universidad Católica de Chile, Santiago, Chile.

Department of Neuroscience, King's College of London, London, United Kingdom.

出版信息

Front Integr Neurosci. 2018 Jul 17;12:28. doi: 10.3389/fnint.2018.00028. eCollection 2018.

Abstract

Recent studies with children and adults have shown that the abilities of the Approximate Number System (ANS), which operates from early infancy and allows estimating the number of elements in a set without symbols, are trainable and transferable to symbolic arithmetic abilities. Here we investigated the brain correlates of these training effects, which are currently unknown. We trained two Groups of first grade children, one in performing nonsymbolic additions with dot arrays (Addition-Group) and another one in performing color comparisons of the same arrays (Color-Group). The training program was computerized, throughout seven sessions and had a pretest-posttest design. To evaluate cognitive gains, we measured math skills before and after the training. To measure the brain changes, we used electroencephalogram (EEG) recordings in the first and the last training sessions. We explored the changes in N1 and P2p, which are two electrophysiological components sensitive to nonsymbolic numeric computations. A passive Control-Group receiving no intervention also had their math skills evaluated. We found that the two training Groups had similarly gain in math skills, suggesting no specific transfer of the nonsymbolic addition training to math skills at the behavioral level. In contrast, at the brain level, we found that only in the Addition-Group the P2p amplitude significantly increased across sessions. Notably, the gain in P2p amplitude positively correlated with the gain in math abilities. Together, our results showed that first graders rapidly gained in math skills by different interventions. However, number-related brain networks seem to be particularly sensitive to nonsymbolic arithmetic training.

摘要

近期针对儿童和成人的研究表明,近似数字系统(ANS)的能力是可训练的,并且可以转化为符号算术能力。该系统从婴儿早期就开始运作,能够在没有符号的情况下估算集合中元素的数量。在此,我们研究了这些训练效果的大脑关联,目前这方面尚不清楚。我们对两组一年级儿童进行了训练,一组进行点阵的非符号加法运算(加法组),另一组进行相同点阵的颜色比较(颜色组)。训练程序采用计算机化,共七节课程,采用前测-后测设计。为了评估认知收获,我们在训练前后测量了数学技能。为了测量大脑变化,我们在第一次和最后一次训练课程中使用了脑电图(EEG)记录。我们探究了N1和P2p的变化,这是两个对非符号数字计算敏感的电生理成分。一个未接受干预的被动对照组也对其数学技能进行了评估。我们发现,两个训练组在数学技能方面的提高相似,这表明在行为层面,非符号加法训练对数学技能没有特定的迁移作用。相比之下,在大脑层面,我们发现只有加法组的P2p振幅在各次训练中显著增加。值得注意的是,P2p振幅的增加与数学能力的提高呈正相关。总之,我们的结果表明,一年级学生通过不同的干预措施在数学技能方面迅速提高。然而,与数字相关的大脑网络似乎对非符号算术训练特别敏感。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/6779/6056658/01c27f5b1f3f/fnint-12-00028-g0001.jpg

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