Faculty of Psychology and Educational Sciences, Parenting and Special Education Research Group, KU Leuven, 3000 Leuven, Belgium.
Department of Experimental Psychology, Ghent University, 9000 Gent, Belgium.
J Exp Child Psychol. 2019 Jun;182:38-60. doi: 10.1016/j.jecp.2019.01.012. Epub 2019 Feb 23.
Arithmetic is a major building block for children's development of more complex mathematical abilities. Knowing which cognitive factors underlie individual differences in arithmetic is key to gaining further insight into children's mathematical development. The current study investigated the role of executive functions and metacognition (domain-general cognitive factors) as well as symbolic numerical magnitude processing (domain-specific cognitive factor) in arithmetic, enabling the investigation of their unique contribution in addition to each other. Participants were 127 typically developing second graders (7- and 8-year-olds). Our within-participant design took into account different components of executive functions (i.e., inhibition, shifting, and updating), different aspects of metacognitive skills (i.e., task-specific and general metacognition), and different levels of experience in arithmetic, namely addition (where second graders had extensive experience) and multiplication (where second graders were still in the learning phase). This study reveals that both updating and metacognitive monitoring are important unique predictors of arithmetic in addition to each other and to symbolic numerical magnitude processing. Our results point to a strong and unique role of task-specific metacognitive monitoring skills. These individual differences in noticing one's own errors might help one to learn from his or her mistakes.
算术是儿童发展更复杂数学能力的主要基础。了解哪些认知因素是算术个体差异的基础,对于深入了解儿童的数学发展至关重要。本研究调查了执行功能和元认知(领域一般性认知因素)以及符号数值大小处理(领域特定认知因素)在算术中的作用,除了彼此之间的相互作用外,还能够研究它们各自的独特贡献。参与者是 127 名典型的二年级发育正常的儿童(7 至 8 岁)。我们的参与者内设计考虑到了执行功能的不同组成部分(即抑制、转换和更新)、元认知技能的不同方面(即特定任务和一般元认知)以及算术经验的不同水平,即加法(二年级儿童有广泛的经验)和乘法(二年级儿童仍处于学习阶段)。这项研究表明,更新和元认知监测是加法的重要独特预测因素,除了与符号数值大小处理相互作用外,还与它们相互作用。我们的结果表明,特定任务的元认知监测技能具有很强的独特作用。这些注意到自己错误的个体差异可能有助于从错误中学习。