The aim of this study is to explore how Greek youth understands their relationship to education, and how this understanding might change as a result of the interplay between participation in different educational/social arrangements and structural factors such as gender, socio?economic background and area of residence. In total, 800 young people (i.e. four groups?students in upper?secondary school, tertiary education, vocational education and training and working young people) were surveyed. The results yield an impressive homogeneity of the young people?s views corresponding (...) to a ?pragmatic? image of schooling, though they are partially differentiated with respect to attitudes and practices. Moreover, boundaries are discerned between the young people following academic and non?academic educational trajectories, and between the learning opportunities provided within and outside the formal educational system. Finally, females appear to be more mobilized, but less satisfied by educational services. These findings are contextualized and discussed against a background of relevant trends in other European countries, as well as of wider social, historical and political forces affecting Greek society. (shrink)

This paper argues that mathematics education curricular policy has slowly effected a reversal in the relationship between mathematics and its publics: from mathematics assuming its users to mathematics defined by its (supposed) users. Mathematics education research itself, its contribution to challenging the former notwithstanding, has often unwittingly supported this shift. While in the mid 1980s the mathematics educators propagating the teaching of mathematics by applications represented a small and unique group, by the mid 1990s those advocating teaching mathematics this way (...) had grown appreciably. A characteristic of this change in conviction is the emphasis on the importance of the context of mathematical thinking and problem-solving. Paradoxically, the consequences of the coupling of mathematics, both with utilitarianism,as other have argued, and with essentialism,as we argue in this paper, have been to narrow its scope (e.g. to a narrow version of 'numeracy') and to distance mathematics from its publics. In the paper we argue that action is needed to counter these trends, and to develop the area of the public understanding of mathematics. Otherwise policies aiming simply to 'popularize' mathematics might exacerbate these consequences. In particular, research is necessary along the lines followed by the social studies of science. For such research-by posing as pertinent the question of describing and accounting for differences between practices of knowledge production, dissemination and use-can help to avoid the assumption of a unique essence of some unitary culture called 'mathematics' and therefore a public (or publics) separated from it. (shrink)