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Book

Lived Problems and Mathematical Initiation

The moment of inventing problems is an important part of group mathematics work: a collective and intimate moment of creation, elaboration, and inquiry that becomes an object of socialization and exchange. The approach to mathematics, like other disciplines (see free text, journal writing, and correspondence), follows the principles of natural learning methods. Experimental trial and error, and the freedom to invent and construct personal strategies, allow the student to translate, interpret, and build the laws of language (here, the mathematical language) and their relationship to the world: how to see, read, and question the real world, how to develop a singular voice that uses mathematical language to create a “free mathematical text.”

References

Laffitte René, (1992). Problèmes vécus et initiation mathématique. Dans R. Laffitte (Ed.), Mémento de pédagogie institutionnelle (pp. 170- 186). Éditions Champ Social.

Educational Practices & Pedagogies / Teacher Training
Freinet techniques and institutional pedagogy natural learning methods​ problem-based learning

Funded by the European Union. Views and opinions expressed are however those of the author(s) only and do not necessarily reflect those of the European Union or European Innovation Council and the Executive Agency (State Scholarship Foundation-IKY). Neither the European Union nor the granting authority can be held responsible for them.