首页> 外文期刊>Educational studies in mathematics >Conceptions for relating the evolution of mathematical concepts to mathematics learning—epistemology, history, and semiotics interacting To the memory of Carl Menger (1902–1985)
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Conceptions for relating the evolution of mathematical concepts to mathematics learning—epistemology, history, and semiotics interacting To the memory of Carl Menger (1902–1985)

机译:将数学概念的演变与数学学习相关的构想-认识论,历史学和符号学的相互作用纪念卡尔·门格(1902-1985)

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There is an over-arching consensus that the use of the history of mathematics should decidedly improve the quality of mathematics teaching. Mathematicians and mathematics educators showhere a rare unanimity. One deplores, however, and in a likewise generalmanner, the scarcity of positive examples of such a use. This paper analyses whether there are shortcomings in the—implicit or explicit—conceptual bases, which might cause the expectations not to be fulfilled. A largely common denominator of various approaches is some connection with the term “genetic.” The author discusses such conceptions from the point of view of a historian of mathematics who is keen to contribute to progress in mathematics education. For this aim, he explores methodological aspects of research into the history of mathematics, based on—as one of the reviewers appreciated—his “life long research.”
机译:人们普遍认为,使用数学史应该可以从根本上提高数学教学的质量。数学家和数学教育家在这里展示了罕见的一致意见。然而,人们对此表示遗憾,并以类似的笼统态度对这种使用的积极例子表示匮乏。本文分析了隐式或显式概念库中是否存在缺陷,这些缺陷可能导致期望无法实现。各种方法的主要共同点是与术语“遗传”有关。作者从一位热衷于为数学教育发展做出贡献的数学史学家的角度讨论这种概念。为此,他(作为评论家之一)基于他的“终生研究”,探索了数学历史研究的方法论方面。

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