Conference presentation

Epistemological Analysis and Design of Research Situations in Discrete Mathematics: Method and Examples : Présentation donnée dans le cadre de l'International Workshop on the Teaching and Learning of Discrete Mathematics, Université de Montpellier, 7-8 juin 2024

Formation et professionnalisation

  • 2024
English In France and more widely in French-speaking countries, the theory of didactic situations is one of the theoretical reference frameworks for the construction of teaching and learning situations, with a focus on didactic engineering as a research methodology. Epistemological or mathematical analysis is an essential phase in the design of such engineering to support research for mathematical situations. In particular, those that make it possible to mobilise the essential components of research activity in mathematics linked, for example, to experimentation, the formulation of conjectures or proof. Moreover, current research shows that the field of discrete mathematics is conducive to the design of situations, at all levels of teaching, which mobilise these components. Consequently, a 'generic' method will be proposed for carrying out this type of analysis, based on examples of problems from current research in discrete mathematics.
Language
  • English
Classification
Education, teaching
Other electronic version

Version déposée sur HAL

Related to

International Worskshop on the Teaching and Learning of Discrete Mathematics (Conférence sur invitation)

License
License undefined
Identifiers
Persistent URL
https://fredi.hepvs.ch/hepvs/documents/328716
Statistics

Document views: 20 File downloads:
  • Da_Ronch_Workshop_Discrete_Math.pdf: 19