A Framework for Computational Thinking Dispositions in Mathematics Education

View More View Less
  • 1 The Ohio State University

This theoretical article describes a framework to conceptualize computational thinking (CT) dispositions—tolerance for ambiguity, persistence, and collaboration—and facilitate integration of CT in mathematics learning. CT offers a powerful epistemic frame that, by foregrounding core dispositions and practices useful in computer science, helps students understand mathematical concepts as outward oriented. The article conceptualizes the characteristics of CT dispositions through a review of relevant literature and examples from a study that explored secondary mathematics teachers' engagement with CT. Discussion of the CT framework highlights the complementary relationship between CT and mathematical thinking, the relevance of mathematics to 21st-century professions, and the merit of CT to support learners in experiencing these connections.

Contributor Notes

Arnulfo Pérez, Department of Teaching and Learning, The Ohio State University, 283C Arps Hall, 1945 North High Street, Columbus, OH 43210-1234; perez.378@osu.edu

(Corresponding author is Pérez perez.378@osu.edu)
Journal for Research in Mathematics Education


All Time Past Year Past 30 Days
Abstract Views 328 327 74
Full Text Views 65 63 17
PDF Downloads 74 72 4
EPUB Downloads 0 0 0