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Arithmetic in the developing brain: A review of brain imaging studies.发展中大脑的运算:脑影像学研究综述。
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Brain activity during arithmetic in symbolic and non-symbolic formats in 9-12 year old children.9至12岁儿童在进行符号和非符号形式算术运算时的大脑活动。
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Ten-year-old children strategies in mental addition: A counting model account.10岁儿童心算策略:一种计数模型解释
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The interference effect in arithmetic fact solving: An fMRI study.算术事实解决中的干扰效应:一项功能磁共振成像研究。
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Hippocampal-neocortical functional reorganization underlies children's cognitive development.海马体-新皮质功能重组是儿童认知发展的基础。
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Developmental dissociation in the neural responses to simple multiplication and subtraction problems.对简单乘法和减法问题的神经反应中的发育性分离。
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The functional anatomy of single-digit arithmetic in children with developmental dyslexia.发育性阅读障碍儿童单指算术的功能解剖学
Neuroimage. 2014 Nov 1;101:644-52. doi: 10.1016/j.neuroimage.2014.07.028. Epub 2014 Jul 25.
8
How are things adding up? Neural differences between arithmetic operations are due to general problem solving strategies.各项因素是如何累加起来的?算术运算之间的神经差异源于一般的问题解决策略。
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Broad domain generality in focal regions of frontal and parietal cortex.额顶皮质的广泛领域普遍性。
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How does a child solve 7 + 8? Decoding brain activity patterns associated with counting and retrieval strategies.儿童如何解决 7+8?解码与计数和检索策略相关的大脑活动模式。
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策略优于运算:儿童在事实检索和程序性策略运用过程中减法与乘法运算时的神经激活

Strategy over operation: neural activation in subtraction and multiplication during fact retrieval and procedural strategy use in children.

作者信息

Polspoel Brecht, Peters Lien, Vandermosten Maaike, De Smedt Bert

机构信息

Parenting and Special Education Research Unit, KU Leuven, Leuven, Belgium.

Experimental ORL, Department of Neurosciences, KU Leuven, Leuven, Belgium.

出版信息

Hum Brain Mapp. 2017 Sep;38(9):4657-4670. doi: 10.1002/hbm.23691. Epub 2017 Jun 19.

DOI:10.1002/hbm.23691
PMID:28626967
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC6866817/
Abstract

Arithmetic development is characterized by strategy shifts between procedural strategy use and fact retrieval. This study is the first to explicitly investigate children's neural activation associated with the use of these different strategies. Participants were 26 typically developing 4th graders (9- to 10-year-olds), who, in a behavioral session, were asked to verbally report on a trial-by-trial basis how they had solved 100 subtraction and multiplication items. These items were subsequently presented during functional magnetic resonance imaging. An event-related design allowed us to analyze the brain responses during retrieval and procedural trials, based on the children's verbal reports. During procedural strategy use, and more specifically for the decomposition of operands strategy, activation increases were observed in the inferior and superior parietal lobes (intraparietal sulci), inferior to superior frontal gyri, bilateral areas in the occipital lobe, and insular cortex. For retrieval, in comparison to procedural strategy use, we observed increased activity in the bilateral angular and supramarginal gyri, left middle to inferior temporal gyrus, right superior temporal gyrus, and superior medial frontal gyrus. No neural differences were found between the two operations under study. These results are the first in children to provide direct evidence for alternate neural activation when different arithmetic strategies are used and further unravel that previously found effects of operation on brain activity reflect differences in arithmetic strategy use. Hum Brain Mapp 38:4657-4670, 2017. © 2017 Wiley Periodicals, Inc.

摘要

算术发展的特点是在程序策略使用和事实检索之间的策略转换。本研究首次明确调查了与使用这些不同策略相关的儿童神经激活情况。研究参与者为26名发育正常的四年级学生(9至10岁),在行为测试环节,他们被要求逐题口头报告自己是如何解答100道减法和乘法题目的。随后,这些题目在功能磁共振成像过程中呈现。基于儿童的口头报告,采用事件相关设计使我们能够分析检索和程序测试过程中的大脑反应。在使用程序策略时,更具体地说是在使用操作数分解策略时,观察到顶叶上下叶(顶内沟)、额上回从下至上、枕叶双侧区域以及岛叶皮质的激活增加。与使用程序策略相比,在检索过程中,我们观察到双侧角回和缘上回、左侧颞中下回、右侧颞上回以及额内侧上回的活动增加。在所研究的两种运算之间未发现神经差异。这些结果首次在儿童中为使用不同算术策略时的交替神经激活提供了直接证据,并进一步揭示了先前发现的运算对大脑活动的影响反映了算术策略使用的差异。《人类大脑图谱》38:4657 - 4670, 2017。© 2017威利期刊公司。