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Zum Rechtfertigungsproblem didaktischer Konzeptionen — Ein Beitrag zur Bruchrechendidaktik — Teil I

Zum Rechtfertigungsproblem didaktischer Konzeptionen — Ein Beitrag zur Bruchrechendidaktik — Teil I The paper presents arguments of a methodological kind to overcome the arbitrariness of educational reasoning. The point of view taken is that a researcher, who wants to make suggestions for mathematics education on a given subject, has to give explicit constraints for the selection, structuring and presentation of the knowledge to be taught. In order to have a provable claim on his suggestions, the knowledge to be taught has to be described as a theory. His claim than is, that the theory satisfies the given constraints. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png Journal für Mathematik-Didaktik Springer Journals

Zum Rechtfertigungsproblem didaktischer Konzeptionen — Ein Beitrag zur Bruchrechendidaktik — Teil I

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References (19)

Publisher
Springer Journals
Copyright
Copyright
Subject
Education; Mathematics Education; Mathematics, general; Science Education; History of Mathematical Sciences
ISSN
0173-5322
DOI
10.1007/BF03338747
Publisher site
See Article on Publisher Site

Abstract

The paper presents arguments of a methodological kind to overcome the arbitrariness of educational reasoning. The point of view taken is that a researcher, who wants to make suggestions for mathematics education on a given subject, has to give explicit constraints for the selection, structuring and presentation of the knowledge to be taught. In order to have a provable claim on his suggestions, the knowledge to be taught has to be described as a theory. His claim than is, that the theory satisfies the given constraints.

Journal

Journal für Mathematik-DidaktikSpringer Journals

Published: Dec 20, 2013

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