More than 2 decades have passed since Geoffrey Saxe's first visit to Papua New Guinea, when he began his inquiry into the highly idiosyncratic counting system of Oksapmin's people. As evidenced by his account, a quarter of a century is a period long enough to make historical shifts visible. The point of departure for this commentary on…

The purpose of this paper is to contribute to the debate about how to tackle the issue of "the teacher in the teaching/learning process", and to propose a methodology for analysing the teacher's activity in the classroom, based on concepts used in the fields of the didactics of mathematics as well as in cognitive ergonomics. This…

Argues that mathematics literacy begins at birth and that all that children need to construct mathematics concepts for themselves are a stimulating environment and receptive adults. Provides suggestions for promoting emergent math for children from birth through 4 years, including using rhythm and music, incorporating mathematics concepts into…

This article discusses how children learn to understand the decimal system in very concrete ways, while having fun using beads. When counting the beads, the children learn 5,491 is not simply "five thousand four hundred and ninety-one" but actually 5 thousands, 4 hundreds, 9 tens, and 1 unit. They begin to understand that as they get 10 units,…