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Titlebook: Comparison of Mathematics and Physics Education I; Theoretical Foundati Simon Friedrich Kraus,Eduard Krause Book 2020 Springer Fachmedien W

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发表于 2025-3-21 17:54:16 | 显示全部楼层 |阅读模式
书目名称Comparison of Mathematics and Physics Education I
副标题Theoretical Foundati
编辑Simon Friedrich Kraus,Eduard Krause
视频video
概述Summarizes the theoretical foundations of the synergies between mathematics and physics education theories.Offers valuable contributions on didactic topics from both disciplines.Proves interdisciplina
丛书名称MINTUS – Beiträge zur mathematisch-naturwissenschaftlichen Bildung
图书封面Titlebook: Comparison of Mathematics and Physics Education I; Theoretical Foundati Simon Friedrich Kraus,Eduard Krause Book 2020 Springer Fachmedien W
描述.This volume, which is the output of a DAAD-funded collaboration between the University of Siegen and the Hanoi National University of Education, discusses and summarizes theoretical foundations of common grounds of mathematics and physics education. This interdisciplinary perspective enables especially teachers who have only been trained in one of these subjects to enrich their pedagogical content knowledge. The starting point is a description of characteristics of the disciplines and their historical genesis, followed by comparative studies. This edited volume brings together thirteen stimulating contributions on educational aspects of both disciplines written jointly by experienced researchers from Germany and Vietnam..
出版日期Book 2020
关键词Mathematics education; Didactical comparison; Education; Interdisciplinarity; History of Mathematics; Bel
版次1
doihttps://doi.org/10.1007/978-3-658-29880-7
isbn_softcover978-3-658-29879-1
isbn_ebook978-3-658-29880-7Series ISSN 2661-8060 Series E-ISSN 2661-8079
issn_series 2661-8060
copyrightSpringer Fachmedien Wiesbaden GmbH, part of Springer Nature 2020
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Individual Concepts in Physics and Mathematics Education
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Spatial Analysis and GeoComputationm with a mathematical way of thinking already a kind of mathematization? In its contribution “The laws of the free fall of Galilei – an exemplary case of mathematization”, Winter has shown, using the example of Galilei indicates not only how demanding but also how stimulating a “real” mathematization of a physical problem can be. (Winter, 2016).
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Spatial Analysis and GeoComputationtheory, pupils often develop a theory about the means of illustration, and thus an empirical theory (Burscheid & Struve, 2010). Such empirical mathematics does not have to be deficient, because mathematics was characterized by an empirical character in large parts of its history (Witzke, 2009).
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Abstraction as an Essential Characteristic of Modern Mathematics in the Paradigmatic Example of Fermtheory, pupils often develop a theory about the means of illustration, and thus an empirical theory (Burscheid & Struve, 2010). Such empirical mathematics does not have to be deficient, because mathematics was characterized by an empirical character in large parts of its history (Witzke, 2009).
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