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The Psychology of Mathematics Education : a A Psychoanalytic Displacement / Edited by Tony M. Brown.

Contributor(s): Material type: TextSeries: New Directions in Mathematics and Science Education ; 13. | Educational Research E-Books Online, Collection 2005-2017, ISBN: 9789004394001Publisher: Leiden; Boston : Brill | Sense, 2008Description: 1 online resourceContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9789087905583
Subject(s): Additional physical formats: Print version:: The Psychology of Mathematics Education: A Psychoanalytic Displacement, DDC classification:
  • 510.71 23
LOC classification:
  • LB5
Online resources:
Contents:
Tony Brown -- Introduction / Tony Brown (Manchester) -- What Counts as a Psychoanalytic Theory of Education? / Tony Brown (Bristol) -- The Experience of Learning in Classrooms: Moving Beyond Vygotsky / Tamara Bibby -- I Love Maths Anxiety / Roberto Ribeiro Baldino and Tânia Cristina Baptista Cabral -- Becoming a Teacher / Tony Brown (Bristol) -- Developing Theory to Explain Learning to Teach / Margaret Walshaw -- Enacting Identity Through Narrative: Interrupting the Procedural Discourse in Mathematics Classrooms / Elizabeth De Freitas -- Imagine There’s no Haven: Exploring the Desires and Dilemmas of a Mathematics Education Researcher / Kathleen Nolan -- ‘What is it Really Like?’ Developing the Use of Participant Voice in Mathematics Education Research / Tony Cotton -- The Transference Relation in Teaching / Dave Wilson -- Ever Present Affectivity / Dick Tahta -- Tugging at Psychological Threads in Mathematics Education / Chris Breen -- About the Authors / Tony Brown -- New Directions in Mathematics and Science Education / Tony Brown.
Summary: This book paints an alternative and contemporary portrait of psychology within mathematics education, drawing on psychoanalytic practices and theory. Mathematics education is still a fairly new social science that began as an adjunct to the practice of mathematics in schools some forty years ago, defined by a marriage with cognitive psychology. As a consequence school mathematics has often been seen as a scientific enterprise centred on the operation of individual minds confronting mathematical ideas. Meanwhile, psychoanalysis had earlier come into existence through the work of Sigmund Freud. And for much of his life Freud had similarly seen his work as scientific, a view that later fuelled mainstream practices in psychology. Yet Freud’s engagement with his patients combined with his literary capabilities produced surprising results defining humans in ways that transcended mere scientific assessment. Rather his accounts of humans weaved a rich social tapestry in which individuals were understood relationally to those who shared their world. And through re-telling the story lines of their lives individuals were able to create alternative futures. This dimension of Freud’s work provoked an alternative tradition, best exemplified in the work of Lacan, in which narrative-based understandings linking humans to the social world replaced cognitive models centred on controlling individuals through particular understandings of normality. Through its eleven chapters this book provides accounts of how children, teachers, researchers and mathematical learning can be understood differently, towards emphasising how they are each consequential to the many ways in which the world can be created and described.
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Preliminary Material / Tony Brown -- Introduction / Tony Brown (Manchester) -- What Counts as a Psychoanalytic Theory of Education? / Tony Brown (Bristol) -- The Experience of Learning in Classrooms: Moving Beyond Vygotsky / Tamara Bibby -- I Love Maths Anxiety / Roberto Ribeiro Baldino and Tânia Cristina Baptista Cabral -- Becoming a Teacher / Tony Brown (Bristol) -- Developing Theory to Explain Learning to Teach / Margaret Walshaw -- Enacting Identity Through Narrative: Interrupting the Procedural Discourse in Mathematics Classrooms / Elizabeth De Freitas -- Imagine There’s no Haven: Exploring the Desires and Dilemmas of a Mathematics Education Researcher / Kathleen Nolan -- ‘What is it Really Like?’ Developing the Use of Participant Voice in Mathematics Education Research / Tony Cotton -- The Transference Relation in Teaching / Dave Wilson -- Ever Present Affectivity / Dick Tahta -- Tugging at Psychological Threads in Mathematics Education / Chris Breen -- About the Authors / Tony Brown -- New Directions in Mathematics and Science Education / Tony Brown.

This book paints an alternative and contemporary portrait of psychology within mathematics education, drawing on psychoanalytic practices and theory. Mathematics education is still a fairly new social science that began as an adjunct to the practice of mathematics in schools some forty years ago, defined by a marriage with cognitive psychology. As a consequence school mathematics has often been seen as a scientific enterprise centred on the operation of individual minds confronting mathematical ideas. Meanwhile, psychoanalysis had earlier come into existence through the work of Sigmund Freud. And for much of his life Freud had similarly seen his work as scientific, a view that later fuelled mainstream practices in psychology. Yet Freud’s engagement with his patients combined with his literary capabilities produced surprising results defining humans in ways that transcended mere scientific assessment. Rather his accounts of humans weaved a rich social tapestry in which individuals were understood relationally to those who shared their world. And through re-telling the story lines of their lives individuals were able to create alternative futures. This dimension of Freud’s work provoked an alternative tradition, best exemplified in the work of Lacan, in which narrative-based understandings linking humans to the social world replaced cognitive models centred on controlling individuals through particular understandings of normality. Through its eleven chapters this book provides accounts of how children, teachers, researchers and mathematical learning can be understood differently, towards emphasising how they are each consequential to the many ways in which the world can be created and described.

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