学生在数量比较和重复模式扩展任务中的结构感:对一年级学生的眼动追踪研究

IF 3.4 2区 教育学 Q1 EDUCATION & EDUCATIONAL RESEARCH Educational Studies in Mathematics Pub Date : 2024-01-17 DOI:10.1007/s10649-023-10290-5
Demetra Pitta-Pantazi, Eleni Demosthenous, Maike Schindler, Achim J. Lilienthal, Constantinos Christou
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摘要

越来越多的证据表明,感知结构的能力对学生的数学发展至关重要。研究学生在基本数字和模式任务中的结构感,似乎有望了解这些任务如何为学生日后数学技能的发展奠定基础。以往的研究显示了学生如何在枚举任务中运用结构感。然而,人们对学生在其他早期数学任务中使用结构感的情况知之甚少。本研究的主要目的是调查一年级学生在数量比较和重复模式扩展任务中,如何在不同任务中体现结构感。我们调查了学生在数量比较和模式扩展任务中的策略,以及学生如何运用结构感。我们对 21 名一年级学生进行了眼动跟踪研究,从而对这两类任务中策略的共性有了新的认识。我们发现,在数量比较和重复模式扩展这两种任务中,策略可分为运用结构感的策略和序列策略。
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Structure sense in students’ quantity comparison and repeating pattern extension tasks: an eye-tracking study with first graders

There is growing evidence that the ability to perceive structure is essential for students’ mathematical development. Looking at students’ structure sense in basic numerical and patterning tasks seems promising for understanding how these tasks set the foundation for the development of later mathematical skills. Previous studies have shown how students use structure sense in enumeration tasks. However, little is known about students’ use of structure sense in other early mathematical tasks. The main aim of this study is to investigate the ways in which structure sense is manifested in first-grade students’ work across tasks, in quantity comparison and repeating pattern extension tasks. We investigated students’ strategies in quantity comparison and pattern extension tasks and how students employ structure sense. We conducted an eye-tracking study with 21 first-grade students, which provided novel insights into commonalities among strategies for these types of tasks. We found that for both tasks, quantity comparison and repeating pattern extension tasks, strategies can be distinguished into those employing structure sense and serial strategies.

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来源期刊
Educational Studies in Mathematics
Educational Studies in Mathematics EDUCATION & EDUCATIONAL RESEARCH-
CiteScore
5.60
自引率
9.40%
发文量
65
期刊介绍: Educational Studies in Mathematics presents new ideas and developments of major importance to those working in the field of mathematics education. It seeks to reflect both the variety of research concerns within this field and the range of methods used to study them. It deals with methodological, pedagogical/didactical, political and socio-cultural aspects of teaching and learning of mathematics, rather than with specific programmes for teaching mathematics. Within this range, Educational Studies in Mathematics is open to all research approaches. The emphasis is on high-level articles which are of more than local or national interest.? All contributions to this journal are peer reviewed.
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