Generativity in design research: the case of developing a genre of action-based mathematics learning activities
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6 février 2019
- handle: 10670/1.etaxc5
- hal: hal-02418078
info:eu-repo/semantics/OpenAccess
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Mathematics curriculum generalization sensory experience instructional design learning theorySujets proches
Math Learning process Scholarship LearningCiter ce document
Arthur Bakker et al., « Generativity in design research: the case of developing a genre of action-based mathematics learning activities », HAL-SHS : sciences de l'éducation, ID : 10670/1.etaxc5
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Educational research is often of limited use to designers, as it typically offers descriptions of or explanations for how education was or currently is. In this paper we argue that generalizability is not enough; what deserves more attention is generativity. Designers and educators need actionable knowledge on how education could be. To substantiate the criterion of generativity, we here develop the construct of a design genre—a theory-driven class of designs targeting a particular form of learning. As an example we discuss the evolution of an action-based genre of embodied design through iterative theory-design clarifications. Initially instantiated in the form of activities for promoting the understanding of proportional reasoning, the genre has been elaborated through the process of applying it to additional notions such as parabolas and trigonometry. We argue that this genre was generative for design, theory development, and methodological innovation.