Literature review on networking of theories developed in mathematics education context

Author:

Moll Vicenç Font1ORCID,Rodríguez-Nieto Camilo Andrés2ORCID,Rodríguez-Vásquez Flor Monserrat3ORCID

Affiliation:

1. Department of Didactics of Experimental and Mathematical Sciences, University of Barcelona, Barcelona, SPAIN

2. School of Education Sciences, Atlantic University, Barranquilla, COLOMBIA

3. Autonomous University of Guerrero, Guerrero, MEXICO

Abstract

The research aim is made a literature review on research focused on networking of theories developed in mathematics education field with several mathematical concepts. On the other hand, to illustrate what a networking of theories consists of, a synthesis of an articulation between the extended theory of connections (ETC) and the onto-semiotic approach (OSA) was presented using the study of the mathematical connections built by a university student on the derivative concept as an example. A qualitative study was developed in two stages: (1) Three phases were followed: search for information in various search engines and databases (ERIC, Google Scholar, etc.), organization and analysis of the documentation, finding works on articulation of theories focused on various mathematical concepts such as derivative. (2) A synthesis of the theoretical articulation ETC-OSA is presented, emphasizing the analysis of an episode over the derivative. It is concluded that the research reviewed on the articulation of theories about a certain phenomenon or teaching of content represents an important contribution to improving its understanding. In addition, this research provides a theoretical input or detailed panorama of background organized chronologically so that the community interested in this research line can use it for future studies.

Publisher

Modestum Publishing Ltd

Subject

Applied Mathematics,Education

Reference95 articles.

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2. Arenas-Peñaloza, J. A., & Rodríguez-Vásquez, F. M. (2021). Enseñanza y aprendizaje del concepto fracción en la educación primaria: Estado del arte [Teaching and learning of the fraction number concept in elementary school: State of the art]. Cultura Educación Sociedad [Culture Education Society], 12(2), 49. https://doi.org/10.17981/cultedusoc.12.2.2021.03

3. Artigue, M. (1995). La enseñanza de los principios del cálculo: Problemas epistemológicos, cognitivos y didáctico [Teaching the principles of calculus: Epistemological, cognitive, and didactic problems]. In P. Gómez (Ed.), Ingeniería didáctica en educación matemática [Didactic engineering in mathematics education] (pp. 97-140). Grupo Editorial Iberoamericano.

4. Artigue, M., & Bosch, M. (2014). Reflection on networking through the praxeological lens. In A. Bikner-Ahsbahs, & S. Prediger (Eds.), Networking of theories as a research practice in mathematics education (pp. 249-265). Springer. https://doi.org/10.1007/978-3-319-05389-9_15

5. Artigue, M., & Mariotti, M. A. (2014). Networking theoretical frames: The ReMath enterprise. Educational Studies in Mathematics, 85, 329-355. https://doi.org/10.1007/s10649-013-9522-2

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