Encountering Proportional Reasoning During a Single Algebra Lesson: A Microgenetic Analysis

Author:

Lundberg Anna L. V.ORCID

Publisher

Modestum Publishing Ltd

Subject

Education,General Mathematics

Reference62 articles.

1. Bosch, M. (1994). La dimensión ostensiva en la actividad mathemática: El caso de la proporcionalidad [The ostensive dimension in mathematical activity: The case of proportionality] [Doctoral dissertation, Universitat Autónoma de Barcelona].

2. Bosch, M., & Gascón, J. (2006). Twenty-five years of didactic transposition. International Commission on Mathematical Instruction Bulletin, 58, 51-65.

3. Burgos, M., & Godino, J. D. (2020). Semiotic conflicts in the learning of proportionality: Analysis of a teaching experience in primary education. International Electronic Journal of Mathematics Education 15(3). https://doi.org/10.29333/iejme/7943

4. Chevallard, Y. (2006). Steps towards a new epistemology in mathematics education. In M. Bosch (Ed.), Proceedings of the 4th congress of the European society for research in mathematics education (pp. 21-30). FUNDEMI-1QS and ERME.

5. Chevallard, Y., Bosch, M., & Kim, S. (2015). What is a theory according to the anthropological theory of the didactic? In K. Krainer, & N. Vondrová (Eds.), Proceedings of the ninth congress of the European society for research in mathematics education (pp. 2614-2620). Charles University in Prague, Faculty of Education and ERME.

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