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Items where Author is "Leduc, Nicolas"

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Aymemo, J. M. F., Gagnon, M., Gauthier, J., Leduc, N., Puertas, E., Richard, P. R., Rosu, C., & Tessier-Baillargeon, M. (2010, January). Theoretical fundaments for an intelligent tutorial system towards the learning of geometry at a high school level [Paper]. Interoperable Interactive Geometry Conference, 12GEO 2010, Hluboká nad Vltavou (Czech Republic). External link


Font, L., Gagnon, M., Leduc, N., & Richard, P. (2022). Intelligence in QED-Tutrix: Balancing the Interactions Between the Natural Intelligence of the User and the Artificial Intelligence of the Tutor Software. In Richard, P. R., Pilar Vélez, M., & Van Vaerenbergh, S. (eds.), Mathematics Education in the Age of Artificial Intelligence : How Artificial Intelligence can Serve Mathematical Human Learning (Vol. 17, 45-76). External link


Leduc, N. (2016). QED-Tutrix : système tutoriel intelligent pour l'accompagnement des élèves en situation de résolution de problèmes de démonstration en géométrie plane [Ph.D. thesis, École Polytechnique de Montréal]. Available

Leduc, N. (2001). Généralisation du modèle delta-lognormal pour l'étude des mouvements en trois dimensions [Master's thesis, École Polytechnique de Montréal]. Available


Richard, P. R., Gagnon, M., Fortuny, J. M., Leduc, N., & Tessier-Baillargeon, M. (2013). Means of Choice for Interactive Management of Dynamic Geometry Problems Based on Instrumented Behaviour. American Journal of Computational Mathematics, 3(3B), 41-51. Available

Richard, P. R., Fortuny, J. M., Gagnon, M., Leduc, N., Puertas, E., & Tessier-Baillargeon, M. (2011). Didactic and theoretical-based perspectives in the experimental development of an intelligent tutorial system for the learning of geometry. ZDM, 43(3), 425-439. External link

Richard, P. R., Leduc, N., Tessier-Baillargeon, M., & Gagnon, M. (2010, June). Contribution of a computer algebra system (CAS) in the solving of problems in geometry with the help of an emerging tutorial system [Paper]. Computer Algebra and Dynamic Geometry Systems in Mathematics Education, Hluboká nad Vltavou (Czech Republic). Unavailable


Tessier-Baillargeon, M., Leduc, N., Richard, P. R., & Gagnon, M. (2017, February). QED-Tutrix: creating and expanding a problem database towards personalized problem itineraries for proof learning [Paper]. 10th Congress of European Research in Mathematics Education (CERME 2017), Dublin, Ireland. External link

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