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幼儿对自己的数字技能有信心:数字领域的元认知。

Young children bet on their numerical skills: metacognition in the numerical domain.

作者信息

Vo Vy A, Li Rosa, Kornell Nate, Pouget Alexandre, Cantlon Jessica F

机构信息

Department of Brain and Cognitive Sciences, University of Rochester.

Department of Psychology, Williams College.

出版信息

Psychol Sci. 2014 Sep;25(9):1712-21. doi: 10.1177/0956797614538458. Epub 2014 Jun 27.

Abstract

Metacognition, the ability to assess one's own knowledge, has been targeted as a critical learning mechanism in mathematics education. Yet the early childhood origins of metacognition have proven difficult to study. Using a novel nonverbal task and a comprehensive set of metacognitive measures, we provided the strongest evidence to date that young children are metacognitive. We showed that children as young as 5 years made metacognitive "bets" on their numerical discriminations in a wagering task. However, contrary to previous reports from adults, our results showed that children's metacognition is domain specific: Their metacognition in the numerical domain was unrelated to their metacognition in another domain (emotion discrimination). Moreover, children's metacognitive ability in only the numerical domain predicted their school-based mathematics knowledge. The data provide novel evidence that metacognition is a fundamental, domain-dependent cognitive ability in children. The findings have implications for theories of uncertainty and reveal new avenues for training metacognition in children.

摘要

元认知,即评估自身知识的能力,已被视为数学教育中的一种关键学习机制。然而,事实证明,元认知在幼儿期的起源很难进行研究。通过使用一种新颖的非语言任务和一套全面的元认知测量方法,我们提供了迄今为止最有力的证据,证明幼儿具有元认知能力。我们发现,年仅5岁的儿童在一项投注任务中,会对自己的数字辨别进行元认知“投注”。然而,与之前关于成年人的报告相反,我们的研究结果表明,儿童的元认知是特定领域的:他们在数字领域的元认知与在另一个领域(情绪辨别)的元认知无关。此外,仅在数字领域的儿童元认知能力就能预测他们基于学校的数学知识。这些数据提供了新的证据,表明元认知是儿童一种基本的、依赖领域的认知能力。这些发现对不确定性理论具有启示意义,并揭示了培养儿童元认知的新途径。

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