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Mathematics Education and Subjectivity

Cultures and Cultural Renewal

  • Book
  • © 2011

Overview

  • Considers how learners and teachers in different cultural settings construct mathematical knowledge as a result of their socially determined needs.
  • Introduces cutting edge theories of subjectivity
  • Shows how mathematics can provoke alternative ways of thinking towards enlivening our transformative capacities

Part of the book series: Mathematics Education Library (MELI, volume 51)

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Table of contents (9 chapters)

  1. Some Cultural Contexts of Mathematical Learning

  2. Introduction

  3. Some Cultural Contexts of Mathematical Learning

  4. Cultural Renewal in Mathematical Learning

Keywords

About this book

This book is centrally concerned with how mathematics education is represented and how we understand mathematical teaching and learning with view to changing them. It considers teachers, students and researchers. It explores their mathematical thinking and the concepts that this thought produces. But also how these concepts acquire cultural layers that mediate our apprehension. The book examines some of the linguistic and socio-cultural filters that influence mathematical understanding. But above all it introduces some contemporary theories of human subjectivity, in which subjectivity is seen primarily as consequential to, rather than productive of, our attempts to represent or categorise the world in which we live. That is, our sense of who we are results from our attempts to see ourselves against the various versions of the world that we encounter. Such theories trouble the very notion of mathematical "concepts" as apprehended by "humans". And in foregrounding this concern with subjectivity the book considers mathematics rather differently to styles more familiar in many instances of mathematics education research. The book proposes that mathematics can provoke us to think differently about our world and as a result enable our transformative capacities. Such an orientation may disturb our understanding of what mathematics is, how it exists in an "objective" sense, insofar as mathematical objects can be derived from social filters being applied to the world, but also serve as filters on the world capable of producing new social entities.

 

Authors and Affiliations

  • Ctr for Mathematics and Education, Manchester Metropolitan University, Manchester, Didsbury, United Kingdom

    Tony Brown

About the author

Originally from London, Tony Brown was educated in Canterbury and Exeter, before moving to Holland Park School in central London where he taught mathematics for three years. This was followed by three years as a mathematics teacher educator for Volunteer Services Overseas in Dominica in the Caribbean. In 1987 he completed his PhD at Southampton University. His doctoral research focused on language usage in mathematics classrooms, especially where the fluent use of English could not be assumed. After a spell as a mathematics coordinator in a middle school on the Isle of Wight, Tony moved to Manchester Metropolitan University in 1989. Tony has been the leader for doctoral studies in education as well as participating in a range of other courses and became Professor of Mathematics Education in 2000. Projects have included: Economic and Social Research Council funded studies examining teacher education; piloting a distance-teaching programme enabling British volunteers based in Africa to research their own teaching practice within a programme of professional development; and, a General Medical Council funded project on how senior doctors learn. Tony also spent two years on leave from Manchester at the University of Waikato where he became the first Professor of Mathematics Education in New Zealand. There he led a project funded by the New Zealand Council for Educational Research on the experiences of Pasifika teachers working in New Zealand schools.

Tony has published two other books in the Mathematics Education Library series. Mathematics education and language outlines his interest in mathematics in schools. Becoming a mathematics teacher (with Olwen McNamara) considers the formation of practices of new primary school teachers. Meanwhile, Action research and postmodernism (with Liz Jones) provides a theoretical perspective on teachers carrying out practitioner research within higher degrees. Regulativediscourses in education (with Dennis Atkinson and Janice England) considers teacher practices through psychoanalytic theory. The psychology of mathematics education, edited by Tony, introduces psychoanalytic theory as an alternative to more cognitive understandings of psychology. Tony has also written extensively in journals such as Educational Studies in Mathematics, for the learning of mathematics and the British Educational Research Journal.

Bibliographic Information

  • Book Title: Mathematics Education and Subjectivity

  • Book Subtitle: Cultures and Cultural Renewal

  • Authors: Tony Brown

  • Series Title: Mathematics Education Library

  • DOI: https://doi.org/10.1007/978-94-007-1739-8

  • Publisher: Springer Dordrecht

  • eBook Packages: Humanities, Social Sciences and Law, Education (R0)

  • Copyright Information: Springer Science+Business Media B.V. 2011

  • Hardcover ISBN: 978-94-007-1738-1Published: 09 July 2011

  • Softcover ISBN: 978-94-007-3744-0Published: 27 November 2013

  • eBook ISBN: 978-94-007-1739-8Published: 09 July 2011

  • Series ISSN: 0924-4921

  • Series E-ISSN: 2214-983X

  • Edition Number: 1

  • Number of Pages: XI, 216

  • Topics: Mathematics Education

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