Difference between revisions of "Bibliography:AKC Bibliography 0289"

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|Year=2003
 
|Year=2003
 
|Language=ger
 
|Language=ger
|Contained in=''Journal für Mathematik-Didaktik'', 24 ( 2003 ), pp. 41-58
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|Contained in=''Journal für Mathematik-Didaktik'', 24 ( 2003 ), 41-58
 
|Bibliographic level=Paper in journal
 
|Bibliographic level=Paper in journal
 
|Key Concept(s)=Cista mathematica
 
|Key Concept(s)=Cista mathematica
|Keyword(s)=Organum mathematicum; Gaspar Schott; Universal knowledge; Didactics; Calculating machines
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|Keyword(s)=Organum mathematicum; Kaspar Schott; Universal knowledge; Didactics; Calculating machines
 
|Digitization=http://www.history.didaktik.mathematik.uni-wuerzburg.de/vollrath/papers/091.pdf
 
|Digitization=http://www.history.didaktik.mathematik.uni-wuerzburg.de/vollrath/papers/091.pdf
 
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Latest revision as of 10:15, 9 July 2020

Vollrath, Hans-Joachim. Das Organum mathematicum. Ein Lehrmittel des Barock. (2003).

Name(s) Vollrath, Hans-Joachim
Title Das Organum mathematicum. Ein Lehrmittel des Barock
Place of printing
Printer
Year 2003
Language(s) ger
Contained in Journal für Mathematik-Didaktik, 24 ( 2003 ), 41-58
Bibliographic level Paper in journal
Catalogue description
Key Concept(s) Cista mathematica
Distinction(s)
Keyword(s) Organum mathematicum; Kaspar Schott; Universal knowledge; Didactics; Calculating machines
Cited in
Digitization http://www.history.didaktik.mathematik.uni-wuerzburg.de/vollrath/papers/091.pdf


Abstract[1]

As part of the preparations for an exhibition about the famous universal scholar Athanasius Kircher (1602–1680) I had the opportunity to study an apparatus for teaching that he had developed. He had called it Organum mathematicum (Mathematical Organ). His disciple Kaspar Schott (1608–1666) had written a handbook for this apparatus with the title Organum mathematicum (1668). This book is an outstanding source for understanding the Organum. Models of the Organum can be found in the “Bayerisches Nationalmuseum München” and in the “Istituto e Museo di Storia della Scienza Firenze”. On the basis of Schott’s book and the study of the Munich model the Mathematical Organ will be analysed didactically.

References

  1. Copied from the journal.