Cognitive and dialogic patterns shaping strategic flexibility in collaborative mathematical problem-solving

Little is known about strategic flexibility in collaborative mathematical problem-solving. In this study, we investigate how cognitive levels and dialogic moves, together with their collective uptake, relate to strategic flexibility. To do so, we combine the Florida taxonomy of cognitive behavior (FTCB) with the teacher scheme for educational dialogue analysis (T-SEDA) to analyze a 29-minute dialogue among four pre-service mathematics teachers solving a geometry problem. Most dialogue contributions involved lower-order thinking and surface-level dialogic moves. The combined framework distinguished actual strategy shifts, unrealized opportunities for strategic reconsideration, and local checking-and-correction moments. Opportunities to reconsider strategy arose when higher-order contributions coincided with making reasoning explicit or challenging a proposal, but were infrequent, largely steered by one participant, and rarely taken up collectively. From this, we conclude that strategic flexibility may benefit from the collective uptake of cognitively demanding contributions. Methodologically, integrating FTCB and T-SEDA traces how cognitive depth and dialogic function relate to such uptake.

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Publication Details

Journal
Eurasia Journal of Mathematics Science and Technology Education
Published
2026-11-10
DOI
https://doi.org/10.29333/ejmste/19919
Primary Topic
Mathematics Education and Pedagogy
Type
article
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article

Cognitive and dialogic patterns shaping strategic flexibility in collaborative mathematical problem-solving

Stan O. van Ginkel, Jeroen Spandaw, Theo van den Bogaart, Paul H. M. Drijvers et al.
Eurasia Journal of Mathematics Science and Technology Education
Mathematics Education and Pedagogy
article

Cognitive and dialogic patterns shaping strategic flexibility in collaborative mathematical problem-solving

Stan O. van Ginkel, Jeroen Spandaw, Theo van den Bogaart, Paul H. M. Drijvers, Haydeé Ceballos
article en

Abstract

Little is known about strategic flexibility in collaborative mathematical problem-solving. In this study, we investigate how cognitive levels and dialogic moves, together with their collective uptake, relate to strategic flexibility. To do so, we combine the Florida taxonomy of cognitive behavior (FTCB) with the teacher scheme for educational dialogue analysis (T-SEDA) to analyze a 29-minute dialogue among four pre-service mathematics teachers solving a geometry problem. Most dialogue contributions involved lower-order thinking and surface-level dialogic moves. The combined framework distinguished actual strategy shifts, unrealized opportunities for strategic reconsideration, and local checking-and-correction moments. Opportunities to reconsider strategy arose when higher-order contributions coincided with making reasoning explicit or challenging a proposal, but were infrequent, largely steered by one participant, and rarely taken up collectively. From this, we conclude that strategic flexibility may benefit from the collective uptake of cognitively demanding contributions. Methodologically, integrating FTCB and T-SEDA traces how cognitive depth and dialogic function relate to such uptake.

Eurasia Journal of Mathematics Science and Technology EducationVol. 22(12)
University of Applied Sciences Utrecht (NL), Utrecht University (NL), Delft University of Technology (NL)
Mathematics Education and Pedagogy
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Cognitive and dialogic patterns shaping strategic flexibility in collaborative mathematical problem-solving — Stan O. van Ginkel, Jeroen Spandaw, et al. · Eurasia Journal of Mathematics Science and Technology Education (2026) | TGRS Research Map | TGRS