Proceedings of the International Group for the Psychology of Mathematics Education · Volume 1
Charikleia Korompli, Chronis Kynigos
National and Kapodistrian University of Athens
⬇ Download PDFThis study examines the embodied mathematical exploration of students when programming digital models for 3D printing. The challenge of fitting geometrical entities within others, creates a new Conceptual Field, “Inscribability”, within which our qualitative empirical research maps students’ lived experiences, strategies and tech-mediated practices (coding, dynamic manipulation) when creating functional physical models (3D printing). Findings highlight how digital tools actively mediate expression, artefacts and perception, negotiated through the body.
Embodied MathematicsTextual ProgrammingInscribability3D printing