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Didactical designs for students’ proportional reasoning: an “open approach” lesson and a “fundamental situation”

机译:用于学生比例推理的教学设计:“开放式”课程和“基本情况”

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In this paper, we analyze and compare two didactical designs for introducing primary school pupils to proportional reasoning in the context of plane polygons. One of them is well-documented in the literature; the other one is based on our own data and is accordingly presented and discussed in more detail in this paper. The two designs come from different cultural and intellectual environments: lesson study in Japan (implicitly based on the “open approach method”) and “didactical engineering” in France (based on the theory of didactical situations). The general aim of our paper is to compare these two environments and their approaches to didactical design, basing our discussion on the concrete designs mentioned above. Clear differences among them are presented, while we also identify links which hold potential for integrating research and practice. Keywords Proportionality - Similarity - Didactical design - Open approach method - Theory of didactical situations - Lesson study - Didactical engineering Takeshi Miyakawa and Carl Winsløw contributed equally to this paper.
机译:在本文中,我们分析和比较了两种在平面多边形背景下向小学生介绍比例推理的教学设计。其中之一在文献中有据可查;另一个基于我们自己的数据,因此在本文中进行了更详细的介绍和讨论。两种设计来自不同的文化和知识环境:日本的课程学习(隐式基于“开放式方法”)和法国的“教学工程”(基于教学情境的理论)。本文的总体目的是在上述具体设计的基础上,对这两种环境及其在教学设计中的方法进行比较。提出了它们之间的明显差异,同时我们还确定了具有整合研究与实践潜力的链接。比例性-相似性-教学设计-开放式方法-教学情境理论-课堂学习-教学工程宫川健(Takeshi Miyakawa)和卡尔·温斯洛(CarlWinsløw)同样为本文做出了贡献。

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