Study surveys mathematics in the medieval Arab caliphates

A prize created in 1936 took nearly eight decades to honour a woman, prompting scrutiny of structural barriers rather than claims of missing talent.

The publication discusses how ethnomathematical knowledge can enter primary-school teaching in Kazakhstan.

Patterns, measures, games and material culture can connect formal concepts with children's social worlds.

The authors argue that mathematics education always reflects choices about whose examples and histories count.

This is the paper's publication date, not a claimed invention date for Kazakh mathematical practices.

The study connects al-jabr with procedures for linear and quadratic equations.

Words such as algebra and algorithm preserve the history of knowledge moving through Arabic and Persian scholarly networks.

Its educational purpose is to correct curricula that minimize medieval Islamic contributions.

Rosalie Hosking compares a temple geometry problem with algebraic methods developed in the Japanese wasan tradition.

Geometric problems were painted on tablets and offered at Shinto shrines and Buddhist temples.