Reading and mathematics: Two sides, same coin?

IF 1.1 4区 心理学 Q4 PSYCHOLOGY, EXPERIMENTAL
Vivian Reigosa-Crespo, Patricia Ponce de León, Ainara Herrero, Ariel Cuadro
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引用次数: 0

Abstract

Word problem-solving (WPS) in mathematics and reading comprehension (RC) are essential to academic literacy. Previous studies suggest that WPS and RC involve common processes related to number and word processing. However, the nature of these connections is not yet fully understood. In this study, we examined the influence of reading and calculation fluency on the development of WPS and RC by conducting two longitudinal studies (L1 and L2) with children entering first grade in 2019 and 2018, respectively. Significant associations were found between reading fluency and RC, as well as between addition and subtraction fluency and WPS. In general, those correlations were higher (L1: .60-.74; L2: .55-.82) than correlations between reading and mathematics measures (L1: .30-.57; L2: .34-.54) suggesting patterns of overlap between different underlying more specific processes. Hierarchical regressions were computed to test the unique contribution of each predictor to the variance in WPS and RC when the other predictors were controlled. Addition and subtraction fluency significantly explained 6% and 4% of the individual variability in WPS in L1. Addition fluency also explained 20% of the variance in WPS in L2, whereas subtraction fluency did not. Moreover, reading fluency did not show a unique contribution to individual variability in WPS. On the contrary, reading fluency contributed uniquely to variance in RC in L1 (16%) and L2 (17%), while addition and subtraction fluency did not. Considering these findings, the controversy over the specificity of learning disabilities in mathematics and reading is revised, and practical implications are discussed. (PsycInfo Database Record (c) 2025 APA, all rights reserved).

阅读和数学:一枚硬币的两面?
数学中的单词问题解决(WPS)和阅读理解(RC)对学术素养至关重要。先前的研究表明,WPS和RC涉及与数字和文字处理相关的共同过程。然而,这些联系的本质尚未被完全理解。在本研究中,我们分别对2019年和2018年进入一年级的儿童进行了两项纵向研究(L1和L2),研究了阅读和计算流畅性对WPS和RC发展的影响。阅读流畅性与RC之间、加减法流畅性与WPS之间存在显著相关。一般来说,这些相关性更高(L1: 0.60 - 0.74;L2: 0.55 - 0.82)比阅读和数学测量之间的相关性(L1: 0.30 - 0.57;L2: 0.34 - 0.54)表明不同的潜在的更具体的过程之间的重叠模式。当其他预测因子得到控制时,计算层次回归来检验每个预测因子对WPS和RC方差的独特贡献。加减法流畅性显著解释了L1中WPS个体差异的6%和4%。加法流畅性也解释了第二语言WPS差异的20%,而减法流畅性则没有。此外,阅读流畅性并没有显示出对WPS个体差异的独特贡献。相反,阅读流畅性对第一语言(16%)和第二语言(17%)的RC方差有独特的贡献,而加法和减法流畅性则没有。在此基础上,对数学和阅读学习障碍特殊性的争论进行了修正,并讨论了实际意义。(PsycInfo Database Record (c) 2025 APA,版权所有)。
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来源期刊
CiteScore
2.30
自引率
7.70%
发文量
40
期刊介绍: The Canadian Journal of Experimental Psychology publishes original research papers that advance understanding of the field of experimental psychology, broadly considered. This includes, but is not restricted to, cognition, perception, motor performance, attention, memory, learning, language, decision making, development, comparative psychology, and neuroscience. The journal publishes - papers reporting empirical results that advance knowledge in a particular research area; - papers describing theoretical, methodological, or conceptual advances that are relevant to the interpretation of empirical evidence in the field; - brief reports (less than 2,500 words for the main text) that describe new results or analyses with clear theoretical or methodological import.
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