Intersections of Pedagogy and Practice
Sessions in this strand will explore the link between educational theory and real-world teaching practices. This strand emphasizes the idea that a teacher's pedagogical knowledge directly impacts a student's learning experience. It's about bridging the gap between what we know about how students learn and what we do in the classroom. Presentations in this strand might address:
Effective Questioning
Structured Student Talk Routines
Ambitious Math Instructional Practices
Differentiation & Student-led learning
Technology Advances & AI
Intersections of Identity and Equity
Sessions in this strand are dedicated to the social and emotional aspects of math education. Sessions would address how students' personal identities, cultural backgrounds, and experiences intersect with their learning of mathematics. The core idea is that a student's identity and sense of self are inseparable from their mathematical journey. Presentations in this strand might address:
Equity-based practices
Culturally Responsive Mathematics Teaching
Linguistically Inclusive Mathematics Teaching
Supporting Students with Disabilities
Blending SEL and Math instruction
Intersections of Assessment and Action
Sessions in this strand will focus on the crucial link between gathering information about student learning and using that information to drive instructional decisions. The core idea is to move beyond simply assigning a grade and instead, focus on how the data from these assessments—both qualitative and quantitative—can be used to inform teaching practices. This strand emphasizes that assessment isn't just an end-of-unit task, but an ongoing, integral part of the learning process. It highlights the intersection of data and practical teaching, empowering educators to use student information to create a more effective and responsive classroom. Presentations in this strand might address:
Standards-based grading
Equitable Grading Practices
Using Data to Inform Instruction
Creating Common Formative Assessments
Effective progress monitoring
Intersections of Systems and Success
Sessions in this strand are dedicated to the systemic structures that shape how math is taught and learned. They will address how high-level decisions about curriculum and professional learning intersect with the daily experiences of educators and students. The core idea is that the structures we build for learning are inseparable from the outcomes we achieve in the classroom. Presentations in this strand might address:
High School Math Pathways
Implementing Successful Systems for K-5 Math Intervention
Integrating K–8 Data Reasoning standards
Learning Walks from a Grassroots Style
Practical solutions to 2+1 Alignment in HS