The twofold role of diagrams in Euclid’s plane geometry

Author:

Panza Marco

Publisher

Springer Science and Business Media LLC

Subject

General Social Sciences,Philosophy

Reference45 articles.

1. Avigad J., Dean E., Mumma J. (2009) A formal system for Euclid’s Elements. The Review of Symbolic Logic 2: 700–768

2. Azzouni J. (2004) Proof and ontology in Euclidean mathematics. In: Kjeldsen T. H., Pederson S. A., Sonne-Hansen L. M. (eds) New trends in the history and philosophy of mathematics. University Press of Southern Denmark, Odense, pp 117–133

3. Burnyeat M. F. (1987) Platonism and mathematics: A prelude to discussion. In: Graeser A. (eds) Mathematics and metaphysics in Aristotle. Haupt, Bern, pp 213–240

4. Cavaing M. et al (1982) Quelques remarques sur le traitement du continu dans les Éléments d’Euclide et la Physique d’Aristote. In: Apéry R. (Ed.), Penser les mathématiques. Éditions du Seuil, Paris, pp 145–166

5. Cavaing M. (1997) La figure et le nombre. Recherches sur les premires mathématiques des Grecs. Presses Universitaires du Septentrion, Villeneuve d’Ascq: Presses Universitaires du Septentrion.

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