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腭心面综合征患儿的数学障碍

Mathematical disabilities in children with velo-cardio-facial syndrome.

作者信息

De Smedt B, Swillen A, Devriendt K, Fryns J P, Verschaffel L, Ghesquière P

机构信息

Centre for Disability, Special Needs Education and Child Care, Faculty of Psychology and Educational Sciences, University of Leuven, Belgium.

出版信息

Neuropsychologia. 2007 Mar 14;45(5):885-95. doi: 10.1016/j.neuropsychologia.2006.08.024. Epub 2006 Oct 17.

Abstract

Current neurocognitive theories of number processing [Dehaene, S., Piazza, M., Pinel, P., & Cohen, L. (2003). Three parietal circuits for number processing. Cognitive Neuropsychology, 20, 487-506] state that mathematical performance is made possible by two functionally and anatomically distinct subsystems of number processing: a verbal system located in the angular gyrus, which underlies the retrieval of arithmetic facts, and a quantity system located in the intraparietal sulcus, which subserves operations that involve semantic manipulations of quantity. According to this model, subtypes of math disability (MD) should be traceable to differential impairments in these subsystems. The present study investigated MD in children with velo-cardio-facial syndrome (VCFS) and aimed to verify which of these subsystems of number processing is impaired in these children. Eleven children with VCFS and 11 individually matched controls, selected from the same classes, completed a large battery of mathematical tests. Our data revealed that children with VCFS had preserved number reading abilities and preserved retrieval of arithmetic facts, both of which indicate that the verbal subsystem is not impaired in VCFS. By contrast, children with VCFS showed difficulties in number comparison, the execution of a calculation strategy and word problem solving, all of which involve the semantic manipulation of quantities. This provides evidence for a specific deficit in the quantity subsystem in children with VCFS, suggesting underlying abnormalities in the intraparietal sulcus.

摘要

当前关于数字处理的神经认知理论[德阿纳,S.,皮亚扎,M.,皮内尔,P.,&科恩,L.(2003年)。三个顶叶数字处理回路。《认知神经心理学》,20,487 - 506]指出,数学能力的发挥得益于两个在功能和解剖结构上截然不同的数字处理子系统:一个位于角回的言语系统,它是算术事实检索的基础;另一个位于顶内沟的数量系统,它支持涉及数量语义操作的运算。根据该模型,数学障碍(MD)的亚型应可追溯到这些子系统中的不同损伤。本研究调查了患有腭心面综合征(VCFS)儿童的数学障碍,并旨在验证这些儿童中哪个数字处理子系统受损。从同班级中挑选出11名患有VCFS的儿童和11名个体匹配的对照组儿童,完成了大量的数学测试。我们的数据显示,患有VCFS的儿童保持了数字阅读能力和算术事实的检索能力,这两者都表明VCFS中的言语子系统未受损。相比之下,患有VCFS的儿童在数字比较、计算策略的执行和解决文字问题方面存在困难,所有这些都涉及数量的语义操作。这为患有VCFS的儿童数量子系统存在特定缺陷提供了证据,表明顶内沟存在潜在异常。

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