Abstract
AbstractPrevious research in mathematics education has explored teachers’ conceptions of mathematics and its teaching and learning, and how their instructional tendencies (e.g., “traditional”, “technological”, “spontaneous” and “investigative”) relate to these conceptions. However, empirical evidence on this topic from large samples of pre-service teachers is limited. This study adapts and validates an instrument originally designed for in-service teachers to analyse the conceptions of mathematics and mathematics teaching and learning. This was done in a sample of undergraduate students in several different degree programmes (primary education, mathematics, and the education itinerary in psychology) in a Spanish university. Existing theory about instructional tendencies and conceptions of mathematics teaching and learning that was developed in the context of in-service teachers is then re-examined in the context of empirical evidence from this sample of individuals (all potential future teachers) without teaching experience. Results show that items from the instrument can be separated into four factors focussed on investigative stances, the role of textbooks, the role of teachers and lesson planning. Individual participants are not characterised by single tendencies; rather, they can be described in terms of several combinations of tendencies, grouped into four clusters. In line with the previous literature on in-service teachers, results suggest that conceptions of mathematics and its teaching and learning are not best captured by rigid, sharply delineated profiles. Rather, individuals configure their own conceptions in terms of combinations of different characteristics of prototypical tendencies.
Funder
Ministerio de Ciencia, Innovación y Universidades
Universidad de Oviedo
Publisher
Springer Science and Business Media LLC
Subject
Education,General Mathematics
Reference74 articles.
1. Abaté, C. J., & Cantone, K. A. (2005). An evolutionary approach to mathematics education: Enhancing learning through contextual modification. Problems, Resources, and Issues in Mathematics Undergraduate Studies, 15(2), 157–176.
2. Adler, J., Ball, D., Krainer, K., Lin, F.-L., & Novotna, J. (2005). Reflections on an emerging field: Researching mathematics teacher education. Educational Studies in Mathematics, 60(3), 359–381.
3. Aguilar-González, Á., Muñoz-Catalán, C., Carrillo-Yáñez, J., & Rodríguez-Muñiz, L. J. (2018). ¿Cómo establecer relaciones entre conocimiento especializado y concepciones del profesorado de matemáticas? PNA. Revista de Investigación en Didáctica de la Matemática, 13(1), 41–61.
4. Aguilar-González, Á., Muñoz-Catalán, M. C., & Carrillo, J. (2019). An example of connections between the mathematics teachers’ conceptions and specialised knowledge. EURASIA Journal of Mathematics, Science and Technology Education, 15(2), 1–15.
5. Andrews, P., & Hatch, G. (2000). A comparison of Hungarian and English teachers’ conceptions of mathematics and its teaching. Educational Studies in Mathematics, 43, 31–64.
Cited by
2 articles.
订阅此论文施引文献
订阅此论文施引文献,注册后可以免费订阅5篇论文的施引文献,订阅后可以查看论文全部施引文献