1. Balacheff, N. (2013). cK¢, a model to reason on learners' conceptions. In M. Martinez & A. Castro Superfine (Eds.), Proceedings of the 35th annual meeting of the North American Chapter of the International Group for the Psychology of Mathematics Education (pp. 2–15). Chicago: University of Illinois at Chicago.
2. Balacheff, N., & Margolinas, C. (2005). cK¢ Modèle des connaissances pour le calcul de situation didactiques [cKȼ Knowledge model for the calculating of didactical situations]. In A. Mercier & C. Margolinas (Eds.), Balises pour la didactique des mathématiques (pp. 1–32). Éditions La Pensée Sauvage: Grenoble.
3. Barrier, T., Mathé, A.-C., & de Vittori, T. (2012). Des séances ordinaires comportant une dimension historique: quels enseignements? [Regular sessions with a historical dimension: what lessons?]. Petit x, Grenoble: IREM de Grenoble, 90, 5–34.
4. Brousseau, G. (1997). Theory of didactical situations in mathematics. Dordrecht: Kluwer.
5. Delire, J.-M. (2016). Les mathématiques de l’autel védique. Le Baudhāyana Śulbasūtra et son commentaire Śulbadīpikā. Édition critique, traduction et commentaire [The mathematics of the Vedic altar. The Baudhāyana Śulbasūtra and his comment Śulbadīpikā. Critical edition, translation and commentary]. Genève: Librairie Droz.