Learning Discourse Discursive approaches to research in mathematics
The authors of this volume claim that mathematics can be usefully re-conceptualized as a special form of communication. As a result, the familiar discussion of mental schemes, misconceptions, and cognitive conflict is transformed into a consideration of a
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		    Edited by CAROLYN KIERAN ELLICE FORMAN and ANNA SFARD
 
 This book was previously published as a PME Special Issue in Educational Studies in Mathematics, Vol. 46 (1–3), 2001, under the title : BRIDGING THE INDIVIDUAL AND THE SOCIAL: DISCURSIVE APPROACHES TO RESEARCH IN MATHEMATICS EDUCATION
 
 KLUWER ACADEMIC PUBLISHERS NEW YORK, BOSTON, DORDRECHT, LONDON, MOSCOW
 
 eBook ISBN: Print ISBN:
 
 0-306-48085-9 1-4020-1024-9
 
 ©2003 Kluwer Academic Publishers New York, Boston, Dordrecht, London, Moscow Print ©2002 Kluwer Academic Publishers Dordrecht All rights reserved No part of this eBook may be reproduced or transmitted in any form or by any means, electronic, mechanical, recording, or otherwise, without written consent from the Publisher Created in the United States of America Visit Kluwer Online at: and Kluwer's eBookstore at:
 
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 TABLE OF CONTENTS Guest Editorial Acknowledgements
 
 1-11 12
 
 ANNA SFARD / There is more to discourse than meets the ears: Looking at thinking as communicating to learn more about mathematical learning
 
 13–57
 
 BERT VAN OERS / Educational forms of initiation in mathematical culture
 
 59–85
 
 STEPHEN LERMAN / Cultural, discursive psychology: A sociocultural approach to studying the teaching and learning of mathematics
 
 87–113
 
 ELLICE FORMAN and ELLEN ANSELL /The multiple voices of a mathematics classroom community
 
 115–142
 
 MARY CATHERINE O’CONNOR / “Can any fraction be turned into a decimal?” A case study of a mathematical group discussion
 
 143–185
 
 CAROLYN KIERAN / The mathematical discourse of 13-year-old partnered problem solving and its relation to the mathematics that emerges
 
 187–228
 
 VICKI ZACK and BARBARA GRAVES / Making mathematical meaning through dialogue: “Once you think of it, the Z minus three seems pretty weird”
 
 229–271
 
 Commentary papers CELIA HOYLES / From describing to designing mathematical activity: The next step in developing a social approach to research in mathematics education?
 
 273–286
 
 FALK SEEGER / Research on discourse in the mathematics classroom: A commentary
 
 287–297
 
 GUEST EDITORIAL LEARNING DISCOURSE: SOCIOCULTURAL APPROACHES TO RESEARCH IN MATHEMATICS EDUCATION
 
 While looking at the papers collected in this volume one feels that, in spite of their diverse themes, these seven studies have quite a lot in common and, as a collection, seem to be signaling the existence of a distinct, relatively new type of research in mathematics education. A comparison with, say, a fifteen-year-old issue of Educational Studies in Mathematics or of Journal for Research in Mathematics Education would reveal a long series of differences. To begin with, the present articles simply look different from their older counterparts: They are longer and have a highly variable format, often not even remotely reminiscent of the classical background-method-sample-findings-discussion structure that reigns in the former research reports. Long segments of conversation transcripts take the place of the once ubiquitous graphs and tables. As we start		
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