Dimensions to Math Equity — Learning Leadership Society Podcast

In this episode of the Learning Leadership Society Podcast, host LeiLani Cauthen sits down with Twana Young, Vice President of Curriculum and Instruction at the Mind Research Institute, to explore what equity in mathematics truly means. Rather than treating equity as a single issue of access to resources, Young emphasizes that equity has multiple, interconnected dimensions. Access is necessary, but it is not enough on its own; agency, power, identity, and belonging also play essential roles in creating fair and meaningful mathematical learning experiences.

Young and Cauthen discuss how each of these dimensions shapes students’ mathematical opportunities. Access refers to the material resources, instructional time, and supports that allow students to participate in math learning. Agency describes students’ ability to make choices, solve problems creatively, and take ownership of their learning processes. Power addresses who makes decisions about curriculum, pedagogy, and assessment—whether control is concentrated in adults or shared with learners and communities. Identity encompasses how students see themselves in relation to mathematics, including whether they recognize themselves as capable math thinkers. Belonging captures whether students feel welcome, respected, and valued in math classrooms and communities.

As the Mind Research Institute develops curriculum and instructional content, Young explains they intentionally consider these dimensions. Their work involves asking who has opportunities for agency, who holds decision-making power, and how curricular choices either support or hinder students’ sense of identity and belonging. This perspective reframes curriculum design from a purely content-driven exercise to a process that also attends to social, cultural, and structural factors that influence learning.

For educators and leaders, this discussion suggests several practical implications. First, ensuring equitable access remains a foundational priority—students require materials, technology, and time to engage with meaningful mathematics. Beyond that, classroom practices should foster student agency by creating space for student voice, inquiry, and choice. Teachers can invite multiple solution strategies, encourage collaborative problem solving, and design tasks that allow students to pursue approaches aligned with their interests and strengths.

Second, attention to power dynamics can lead to changes in how decisions are made at school and district levels. Distributing authority—by involving teachers, students, and families in curricular decisions, assessment design, and classroom norms—can help shift systems toward greater inclusivity. Third, curriculum and instruction that affirm students’ identities and cultural backgrounds contribute to a stronger sense of belonging. Representation in problem contexts, recognition of diverse mathematical practices, and affirming interactions between teachers and students all contribute to learners seeing themselves as legitimate participants in mathematics.

Young’s perspective reframes equity work as both structural and relational. Structural work includes policies, resource allocation, and curriculum design; relational work includes classroom practices, teacher-student relationships, and community engagement. When designers and educators attend to both aspects—material access and the social dimensions of agency, power, identity, and belonging—learning environments become more equitable and more likely to support sustained mathematical growth for all students.

This episode offers a nuanced lens on math equity, useful for curriculum designers, school leaders, classroom teachers, and anyone invested in transforming math education. It invites listeners to consider how content and pedagogy can be shaped not just to reach students, but to empower them, respect their identities, and foster a genuine sense of belonging in mathematical spaces.

Click Here to Listen