TY - CHAP
T1 - Challenges and Barriers to Decolonising Mathematical Sciences
AU - Carvalho, Catarina
AU - Crossman, Richard
AU - Mair, Colette
AU - Ogundimu, Emmanuel
AU - Skipsey, Samuel
N1 - Publisher Copyright:
© The Author(s), under exclusive license to Springer Nature Switzerland AG 2026.
PY - 2026
Y1 - 2026
N2 - This chapter explores contested ideas surrounding the decolonisation of mathematics, a discipline often perceived as objective and context-independent. A group of UK-based educators critically examines the notion of decolonising the curriculum and teaching practices within mathematical sciences, challenging the assumption of mathematics as a neutral, universal truth. Framing mathematics as a social construct, the chapter reflects on educators’ experiences with decolonial initiatives and seeks common ground for engaging the wider mathematical community. Central themes include philosophical debates on teaching abstract concepts without context, the control and ownership of curricula, and the ethical implications of presenting conceptual knowledge without acknowledging its societal impact. The chapter advocates for a more inclusive and reflective approach to mathematics education—one that recognises diverse epistemologies and foregrounds the voices and experiences of marginalised communities. Through collective reflection, it offers strategies for rethinking pedagogy and curriculum design in ways that disrupt traditional hierarchies and promote equity.
AB - This chapter explores contested ideas surrounding the decolonisation of mathematics, a discipline often perceived as objective and context-independent. A group of UK-based educators critically examines the notion of decolonising the curriculum and teaching practices within mathematical sciences, challenging the assumption of mathematics as a neutral, universal truth. Framing mathematics as a social construct, the chapter reflects on educators’ experiences with decolonial initiatives and seeks common ground for engaging the wider mathematical community. Central themes include philosophical debates on teaching abstract concepts without context, the control and ownership of curricula, and the ethical implications of presenting conceptual knowledge without acknowledging its societal impact. The chapter advocates for a more inclusive and reflective approach to mathematics education—one that recognises diverse epistemologies and foregrounds the voices and experiences of marginalised communities. Through collective reflection, it offers strategies for rethinking pedagogy and curriculum design in ways that disrupt traditional hierarchies and promote equity.
KW - Curriculum gatekeeping
KW - Eurocentrism in STEM
KW - Inclusive mathematics
KW - Mathematical epistemology
KW - QuantCrit
UR - https://www.scopus.com/pages/publications/105043441683
U2 - 10.1007/978-3-032-14335-8_11
DO - 10.1007/978-3-032-14335-8_11
M3 - Chapter
AN - SCOPUS:105043441683
T3 - Palgrave Studies in Race, Inequality and Social Justice in Education
SP - 259
EP - 283
BT - Palgrave Studies in Race, Inequality and Social Justice in Education
PB - Palgrave Macmillan
ER -