2009
DOI: 10.1007/s10758-009-9157-7
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Connecting and Integrating Theoretical Frames: The TELMA Contribution

Abstract: International audienceThis paper presents the methodology developed within TELMA for connecting and integrating the theoretical frames used by the different teams for studying the design and use of interactive learning environments in mathematics education. Two case studies are then analysed and compared in order to illustrate the methodology and the results it can lead to. The papers ends by a more general discussion about the outcomes of the experimental work developed within TELMA and the perspectives it of… Show more

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Cited by 30 publications
(8 citation statements)
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“…At other times, however, attempts to resolve communication breakdowns are lost in translation, as it dawns on the teams that they are each speaking about something completely different. For example, collaborating mathematics-education researchers might realize that their most fundamental epistemological frameworks are incorrigibly disparate (Artigue, Cerulli, Haspekian, & Maracci, 2009). What happens then?…”
Section: Teaming Interdisciplinary Practitioners: Beliefs Boundary Omentioning
confidence: 99%
“…At other times, however, attempts to resolve communication breakdowns are lost in translation, as it dawns on the teams that they are each speaking about something completely different. For example, collaborating mathematics-education researchers might realize that their most fundamental epistemological frameworks are incorrigibly disparate (Artigue, Cerulli, Haspekian, & Maracci, 2009). What happens then?…”
Section: Teaming Interdisciplinary Practitioners: Beliefs Boundary Omentioning
confidence: 99%
“…Reports on DBR studies often do not achieve satisfactory coherence among theoretical perspectives, instructional design, and a posteriori analysis (Abrahamson & Wilensky, 2007;Artigue, Cerulli, Haspekian, & Maracci, 2009;Kelly, 2004;Puntambekar & Sandoval, 2009;Ruthven, Laborde, Leach, & Tiberghien, 2009). We attempt to achieve such coherence as follows: (a) our post-hoc analytic attention to the multimodality of discourse in our empirical data resonates with the epistemological commitments underlying our embodied-design framework (Abrahamson, 2009d); and (b) probability is a suitable content domain for the study of multimodal reasoning, because the challenges of expressing randomness numerically may impel students to resort to alternative discursive genres such as metaphor (Rubin & Hammerman, 2007).…”
Section: Methodsmentioning
confidence: 99%
“…A wide range of theoretical approaches can be used to address the usefulness of digital tools in mathematics education (Artigue, Cerulli, Haspekian, & Maracci, 2009;Drijvers et al, 2010). No one of these approaches is ready-made to address the purpose of this work.…”
Section: Theoretical Frameworkmentioning
confidence: 99%