Development of number line representations in children with mathematical learning disability

被引:254
作者
Geary, David C. [1 ]
Hoard, Mary K. [1 ]
Nugent, Lara [1 ]
Byrd-Craven, Jennifer [1 ]
机构
[1] Univ Missouri, Dept Psychol Sci, Columbia, MO 65211 USA
关键词
D O I
10.1080/87565640801982361
中图分类号
B844 [发展心理学(人类心理学)];
学科分类号
040202 ;
摘要
Children with a mathematical learning disability (MLD, n = 19) and low achieving (LA, n = 43) children were identified using mathematics achievement scores below the 11th percentile and between the 11 th and 25th percentiles, respectively. A control group of typically achieving (TA, n = 50) children was also identified. Number line and speed of processing tasks were administered in 1st and 2nd grade and a working memory battery in I st grade. In both grades, the MLD children were less accurate in their number line placements and more reliant on a natural number-magnitude representational system to make these placements than were TA children. The TA children were more reliant on the school-taught linear system in both grades. The performance of the LA children was similar to that of the MLD children in first grade and to the TA children in second. The central executive component of working memory contributed to across-grade improvements in number line performance and to group differences in this performance.
引用
收藏
页码:277 / 299
页数:23
相关论文
共 50 条
[11]  
Case R, 1996, MONOGR SOC RES CHILD, V61, P1
[12]   A latent variable analysis of working memory capacity, short-term memory capacity, processing speed, and general fluid intelligence [J].
Conway, ARA ;
Cowan, N ;
Bunting, MF ;
Therriault, DJ ;
Minkoff, SRB .
INTELLIGENCE, 2002, 30 (02) :163-183
[13]   RAPID AUTOMATIZED NAMING (RAN) - DYSLEXIA DIFFERENTIATED FROM OTHER LEARNING-DISABILITIES [J].
DENCKLA, MB ;
RUDEL, RG .
NEUROPSYCHOLOGIA, 1976, 14 (04) :471-479
[14]   THE ROLE OF WORKING-MEMORY CAPACITY AND GENERAL CONTROL PROCESSES IN INTELLIGENCE [J].
EMBRETSON, SE .
INTELLIGENCE, 1995, 20 (02) :169-189
[15]   Working memory, short-term memory, and general fluid intelligence: A latent-variable approach [J].
Engle, RW ;
Tuholski, SW ;
Laughlin, JE ;
Conway, ARA .
JOURNAL OF EXPERIMENTAL PSYCHOLOGY-GENERAL, 1999, 128 (03) :309-331
[16]   Core systems of number [J].
Feigenson, L ;
Dehaene, S ;
Spelke, E .
TRENDS IN COGNITIVE SCIENCES, 2004, 8 (07) :307-314
[17]   PREVERBAL AND VERBAL COUNTING AND COMPUTATION [J].
GALLISTEL, CR ;
GELMAN, R .
COGNITION, 1992, 44 (1-2) :43-74
[18]  
Geary D. C., 2005, ORIGIN MIND EVOLUTIO, DOI [10.1037/10871-000, DOI 10.1037/10871-000]
[19]   An evolutionary perspective on learning disability in mathematics [J].
Geary, David C. .
DEVELOPMENTAL NEUROPSYCHOLOGY, 2007, 32 (01) :471-519
[20]   Cognitive mechanisms underlying achievement deficits in children with mathematical learning disability [J].
Geary, David C. ;
Hoard, Mary K. ;
Byrd-Craven, Jennifer ;
Nugent, Lara ;
Numtee, Chattavee .
CHILD DEVELOPMENT, 2007, 78 (04) :1343-1359