International Group for the Psychology of Mathematics Education (PME)

Proceedings of the International Group for the Psychology of Mathematics Education · Volume 1

Accommodation, Inclusion, and Expansion: Theorizing Equitable Instruction

Joy Oslund, Tasnim Alshuli, Hope Gerson, Paul Yu

Grand Valley State University

49th Annual Conference of the International Group for the Psychology of Mathematics Education, PME 2026Helsinki27 July 2026 - 1 August 2026pp. 1083–1090ISSN 2790-36482026Scopus conference code 336559
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Abstract

This paper puts forth a model for expansive mathematics teaching for students with disabilities. We consider three lessons in which embodied mathematical curricula were used to support a blind student in collegiate mathematics courses. The goal of the lessons was to provide access and inclusion for the blind student as they worked to make sense of the mathematical concepts. What resulted were moments in which the student’s conceptions and participation in their community of practice extended beyond what was expected, leading to expansive learning opportunities. We propose a model of embodied activity that goes beyond providing access and inclusion, striving for expansive notions of mathematical sensing and learning for all.

Keywords

inclusionvisual impairmentsembodied cognition

Recommended citation

Oslund, J., Alshuli, T., Gerson, H., & Yu, P. (2026). Accommodation, Inclusion, and Expansion: Theorizing Equitable Instruction. In Krzywacki H., Hähkiöniemi M., Haataja E., Hannula M.S., Hästö P. (Eds.), Proceedings of the International Group for the Psychology of Mathematics Education, Volume 1 (pp. 1083–1090). Psychology of Mathematics Education (PME). ISSN 2790-3648.

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