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The notion of historical “parallelism” revisited: historical evolution and students’ conception of the order relation on the number line

机译:重新探讨了历史“平行性”的概念:历史发展和学生对数字线上的顺序关系的理解

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This paper associates the findings of a historical study with those of an empirical one with 16 years-old students (1st year of the Greek Lyceum). It aims at examining critically the much-discussed and controversial relation between the historical evolution of mathematical concepts and the process of their teaching and learning. The paper deals with the order relation on the number line and the algebra of inequalities, trying to elucidate the development and functioning of this knowledge both in the world of scholarly mathematical activity and the world of teaching and learning mathematics in secondary education. This twofold analysis reveals that the old idea of a “parallelism” between history and pedagogy of mathematics has a subtle nature with at least two different aspects (metaphorically named “positive” and “negative”), which are worth further exploration.
机译:本文将历史研究的发现与具有16岁学生(希腊学习的第一年)的经验研究的发现联系起来。它旨在批判性地研究数学概念的历史演变与其教学过程之间的广泛讨论和有争议的关系。本文研究了数字线上的不等式和不等式的代数关系,试图阐明这种知识在学术数学活动领域和中学数学教学领域中的发展和作用。这项双重分析表明,历史与数学教学法之间的“平行性”这一旧观念具有微妙的性质,至少具有两个不同的方面(比喻为“正”和“负”),值得进一步探讨。

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