Thibault and Science I. Measure, Distances and Proportions in the Circle

In this paper we investigate the basic mathematical and philosophical tool of Gérard Thibault d’Anvers, the Circle. One of our main goals was to describe the Circle with coordinate geometry, and to estimate the rate of accuracy of his work. Furthermore, we also wanted to test the statements made by...

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Main Authors: Majár János, Várhelyi Zoltán
Format: Article
Language:English
Published: Bern Open Publishing 2014-05-01
Series:Acta Periodica Duellatorum
Subjects:
Online Access:http://www.degruyter.com/view/j/apd.2014.2.issue-1/apd-2015-0014/apd-2015-0014.xml?format=INT
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author Majár János
Várhelyi Zoltán
author_facet Majár János
Várhelyi Zoltán
author_sort Majár János
collection DOAJ
description In this paper we investigate the basic mathematical and philosophical tool of Gérard Thibault d’Anvers, the Circle. One of our main goals was to describe the Circle with coordinate geometry, and to estimate the rate of accuracy of his work. Furthermore, we also wanted to test the statements made by Thibault in his fencing manual, Academy of the Sword [Thibault, 1630; Greer, 2005]. To do this, we compared his observations and calculations with the results of available modern day and historical anthropometrical data sets. Based on our results, we also want to give some practical information about Thibault system for the fencers who study his art in our time.
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series Acta Periodica Duellatorum
spelling doaj-art-a032b2e668164fb0a286b15c9aa8036c2025-08-02T15:21:24ZengBern Open PublishingActa Periodica Duellatorum2064-04042014-05-01216710410.1515/apd-2015-0014apd-2015-0014Thibault and Science I. Measure, Distances and Proportions in the CircleMajár János0Várhelyi Zoltán1PhD, University of Miskolc Department of Physics, Miskolc- Egyetemváros, H-3515 MiskolcUniversity of Szeged Faculty of Medicine, Semmelweis 6., H-6724 SzegedIn this paper we investigate the basic mathematical and philosophical tool of Gérard Thibault d’Anvers, the Circle. One of our main goals was to describe the Circle with coordinate geometry, and to estimate the rate of accuracy of his work. Furthermore, we also wanted to test the statements made by Thibault in his fencing manual, Academy of the Sword [Thibault, 1630; Greer, 2005]. To do this, we compared his observations and calculations with the results of available modern day and historical anthropometrical data sets. Based on our results, we also want to give some practical information about Thibault system for the fencers who study his art in our time.http://www.degruyter.com/view/j/apd.2014.2.issue-1/apd-2015-0014/apd-2015-0014.xml?format=INTfencingmathematicsanthropometricsThibault
spellingShingle Majár János
Várhelyi Zoltán
Thibault and Science I. Measure, Distances and Proportions in the Circle
Acta Periodica Duellatorum
fencing
mathematics
anthropometrics
Thibault
title Thibault and Science I. Measure, Distances and Proportions in the Circle
title_full Thibault and Science I. Measure, Distances and Proportions in the Circle
title_fullStr Thibault and Science I. Measure, Distances and Proportions in the Circle
title_full_unstemmed Thibault and Science I. Measure, Distances and Proportions in the Circle
title_short Thibault and Science I. Measure, Distances and Proportions in the Circle
title_sort thibault and science i measure distances and proportions in the circle
topic fencing
mathematics
anthropometrics
Thibault
url http://www.degruyter.com/view/j/apd.2014.2.issue-1/apd-2015-0014/apd-2015-0014.xml?format=INT
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