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While every child has the right to an education, disabled and neurodivergent children are not always included in powerful mathematics instruction. In this article, we report on a collaborative research study that supported primary school teachers to develop inclusive mathematics lessons using a lesson study approach and universal design for ...

Mathematical and statistical processes have been reinstated in the revised 2025 New Zealand mathematics and statistics curriculum. This important move shifts the focus from being solely on what to learn and includes how we should engage in maths. This article argues that the successful activation of processes (investigating, representing, connecting ...

Co-teaching mathematics lessons, including collaborative planning, teaching, and reflection, has the potential to support teachers and learners in primary classrooms to thrive. In the context of a noisy landscape of competing ideas about mathematics education, co-teaching can sharpen teacher noticing, build professional confidence, and support equitable, impactful teaching. Small adjustments ...

Many students in Aotearoa New Zealand mathematics classrooms routinely use more than one language in their everyday lives. However, in mathematics and statistics classrooms, these linguistic resources are often overlooked or discouraged in favour of English-only approaches. There is increasing awareness of the potential of translanguaging for enabling learners to ...

Mathematical modelling is defined as a special form of problem solving that immerses ākonga in exploring solutions for real-world situations. Although mathematical modelling, as a process, is not explicit in our recent mathematics curriculum refresh in phases 1–4, mathematical modelling is certainly implicit within the current broad mathematical processes. International ...

As mathematics and dance teachers, we are interested in how movement, dance, and mathematics are entwined. Increasingly, research shows how movement is integral to mathematical thinking and knowing—for novice to expert—and for exploring early mathematical concepts to more complex mathematical ideas. With movement so integral to mathematical thinking, how can ...