An Activity-Based Perspective on Mathematical Authority

In this mixed-methods study, we introduce an activity-based perspective on mathematical authority that considers who leads mathematical activities in a classroom. Our framework for mathematical authority extends existing research that focuses primarily on Authoring mathematical ideas to include the activities of Visualizing and Speaking. Using data from 129 lessons, we identified six authority structures that reflect consistencies in how mathematical authority was distributed across Authoring, Speaking, and Visualizing. These authority structures provide greater clarity and nuance to prior work on shared authority. We also used loglinear models to identify relationships among co-occurring authoritative activities and found that when students had authority for Visualizing, Speaking, and using Previously Generated Student Work, they were more likely to have authority for Authoring.

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Publication Details

Journal
Journal for Research in Mathematics Education
Published
2025-07-01
DOI
https://doi.org/10.5951/jresematheduc-2024-0057
Citations
1
Primary Topic
Mathematics Education and Teaching Techniques
Type
article
Field-Weighted Citation Impact
8.93
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article

An Activity-Based Perspective on Mathematical Authority

Jessica Pierson Bishop, Myvan Bui, Alexander White, Michael D. Hicks et al.
1 citations
Journal for Research in Mathematics Education
Mathematics Education and Teaching Techniques
8.93
article

An Activity-Based Perspective on Mathematical Authority

Jessica Pierson Bishop, Myvan Bui, Alexander White, Michael D. Hicks, Christina Koehne
article en
1 citations

Abstract

In this mixed-methods study, we introduce an activity-based perspective on mathematical authority that considers who leads mathematical activities in a classroom. Our framework for mathematical authority extends existing research that focuses primarily on Authoring mathematical ideas to include the activities of Visualizing and Speaking. Using data from 129 lessons, we identified six authority structures that reflect consistencies in how mathematical authority was distributed across Authoring, Speaking, and Visualizing. These authority structures provide greater clarity and nuance to prior work on shared authority. We also used loglinear models to identify relationships among co-occurring authoritative activities and found that when students had authority for Visualizing, Speaking, and using Previously Generated Student Work, they were more likely to have authority for Authoring.

Journal for Research in Mathematics EducationVol. 56(4)
SUNY New Paltz (US), Virginia Tech (US)
Openalex Percentile: Top 4%
Mathematics Education and Teaching Techniques
8.93
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