%0 Book Section
%E Larochelle, M.
%E Bednarz, N.
%E Garrison, J.
%B Constructivism and education
%I Cambridge University Press
%C New York NY
%P 63-80
%A Cobb, P.
%A Perlwitz, M.
%A Underwood-Gregg, D.
%T Individual construction, mathematical acculturation, and the classroom community
%D 1998
%U https://cepa.info/5933
%X Excerpt: For the past six years we, together with Erna Yackel and Terry Wood, have conducted a classroom-based research and development project in elementary school mathematics.â€™ In this paper, we draw on our experiences of collaborating with teachers and of analyzing what might be happening in their classrooms to consider three interrelated issues. First, we argue that the teacher and students together create a classroom mathematics tradition or microculture and that this profoundly influences studentsâ€™ mathematical activity and learning. Sample episodes are used to clarify the distinction between the school mathematics tradition in which the teacher acts as the sole mathe-matical authority and the inquiry mathematics tradition in which the teacher and students together constitute a community of validators. Second, we consider the theoretical and pragmatic tensions inherent in the view that mathematical learning is both a process of individual cognitive construction and a process of acculturation into the mathematical practices of wider society. In the course of the discussion, we contrast constructivist attempts to cope with this tension with approaches proposed by sociocultural theorists. Finally, we use the preceding issues as a backdrop against which to consider the development of instructional activities that might be appropriate for inquiry mathematics classrooms.
%G en
%2 Constructivism
%4 PDF
%5 ok