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Titlebook: Learning Discourse; Discursive approache Carolyn Kieran,Ellice Forman,Anna Sfard Book 2002 Springer Science+Business Media Dordrecht 2002 A

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书目名称Learning Discourse
副标题Discursive approache
编辑Carolyn Kieran,Ellice Forman,Anna Sfard
视频video
概述Includes supplementary material:
图书封面Titlebook: Learning Discourse; Discursive approache Carolyn Kieran,Ellice Forman,Anna Sfard Book 2002 Springer Science+Business Media Dordrecht 2002 A
描述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 activity, patterns of interaction, and communication failure. By equating thinking with communicating, the discursive approach also deconstructs the problematic dichotomy between "individual" and "social" research perspectives. Although each author applies his or her own analyses to the discourse generated by students and teachers grappling with mathematical problems, their joint aim is to put discursive research into the limelight and to spur thinking about its nature and its possible advantages and pitfalls. This volume is therefore addressed both to those interested in specific questions regarding classroom communication, and to those who are looking for a general conceptual lens with which to tackle the complexity of mathematical teaching and learning.
出版日期Book 2002
关键词Action; Problem Solving; communication; education; learning; mathematics education; learning and instructi
版次1
doihttps://doi.org/10.1007/0-306-48085-9
isbn_softcover978-90-481-6175-1
isbn_ebook978-0-306-48085-0
copyrightSpringer Science+Business Media Dordrecht 2002
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978-90-481-6175-1Springer Science+Business Media Dordrecht 2002
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Educational Forms of Initiation in Mathematical Culture,f the teacher. His or her mathematical attitude acts out tendencies emerging from the history of the mathematical community (like systemacy, non-contradiction etc.) that subsequently can be imitated and appropriated by pupils in a discourse. Mathematical attitude is the link between the cultural his
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The Multiple Voices of a Mathematics Classroom Community,nalysis isolated two distinct voices: one that occurred during discussions of students’ invented strategies and the other that emerged during talk about standard algorithms. We extended our analysis to include information about the historical, social, and institutional context of the classroom commu
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The Mathematical Discourse of 13-Year-Old Partnered Problem Solving and Its Relation to the Mathemaence that adolescents within novel problem situations can experience some difficulty in making their emergent thinking available to their partners in such a way that the interaction be highly mathematically productive for both of them.
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,Making Mathematical Meaning Through Dialogue: “Once You Think of It, the Z Minus Three Seems Prettyrns of interaction, development and change in participants’ use of mathematical language and concepts, and their evolving understanding, through discussion and argument, of an algebraic expression constructed by one of the children. The findings lead us to argue for i) a more generative view of the
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hese geometric models by using distinct pedal points — lying on a snake — for each point on the generator. The model dubbed as a “snake pedal” allows for interactive manipulation via forces applied to the snake. Automatic topological changes of the model may be achieved by implementing the geometric
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