Abstract : This paper shows the didactical and computational constraints in the design of software for mathematical proof in geometry: Cabri-Euclide. The earliest constraint is to produce software for mathematical proof without has the previous solutions concerning the problem. Cabri-Euclide is a microworld, Thus, the essential is that the system have to verify a local coherence, and not to designate a global automatic deduction.
https://telearn.archives-ouvertes.fr/hal-00190080
Contributor : Jerome Zeiliger
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Submitted on : Friday, November 23, 2007 - 8:33:34 AM
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Vanda Luengo. Analyse et prise en compte des contraintes didactiques et informatiques dans la conception et le développement du micromonde de preuve Cabri-Euclide. Sciences et Techniques Educatives, Hermes, 1999, 6 (2), pp.27. ⟨hal-00190080⟩
