Abstract

In the age of artificial intelligence where standard problems are increasingly processed by computers, creative problem solving, the ability to think outside the box is in high demand. Collaboration is also increasingly significant, which makes creative collaboration an important twenty-first-century skill. In the research described in this paper, we investigated students’ collaborative creative process in mathematics and explored the collaborative creative process in its phases. Since little is known about the collaborative creative process, we conducted an explorative case study, where two students jointly worked on a multiple solution task. For in-depth insight into the dyad’s collaborative creative process, we used a novel research design in mathematics education, DUET SRI: both students wore eye-tracking glasses during their collaborative work for dual eye-tracking (DUET) and they each participated in a subsequent stimulated recall interview (SRI) where eye-tracking videos from their joint work served as stimulus. Using an inductive data analysis method, we then identified the phases of the students’ collaborative creative process. We found that the collaborative creative process and its phases had similarities to those previously found for solo creative work, yet the process was more complex and volatile and involved different branches. Based on our findings, we present a tentative model of the dyad’s collaborative process in its phases, which can help researchers and educators trace and foster the collaborative creative process more effectively.

Highlights

  • Today’s increasingly automated and interconnected world is characterized by continually emerging challenges, everchanging professions, and the enduring quest for new solutions (Barak, 2009; OECD, 2014)

  • We drew on Schindler and Lilienthal’s (2020) work, using a similar design—eye-tracking together with eyetracking stimulated recall interview (SRI)—and we extended it from solo to partner work, where two students worked on an multiple solution tasks (MSTs) together, both wearing eye-tracking glasses, and both were interviewed in a subsequent eye-tracking SRI

  • We report on a study that builds on this work and uses dual eye-tracking (DUET) SRI for a pair of students working on an MST

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Summary

Introduction

Today’s increasingly automated and interconnected world is characterized by continually emerging challenges, everchanging professions, and the enduring quest for new solutions (Barak, 2009; OECD, 2014). Future citizens will be required to use their knowledge in standard problems but to look for creative solutions—creative mathematical solutions, in particular (Clements, 2013). Another feature of contemporary life is that knowledge tends to be more and more specialized. It becomes increasingly important for people from different disciplines and with different backgrounds to bring their expertise together and to seek new, creative solutions collaboratively. 253); students should be able to work creatively with mathematics (Silver, 1997), to think outside the box, make new connections, and have so-called Aha! Mathematics education research has increasingly focused on mathematical creativity (e.g., Leikin & Pitta-Pantazi, 2013; Sheffield, 2013; Singer, 2018)

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