This study is an inquiry into (1) the role of paradox as an organizing structure for students\u27 argumentation, and a trigger for and a mediator in cognitive change; and (2) the nature and character of conceptual transformation through a process of argumentation in a community of mathematical inquiry. Its theoretical approach is based on Vygotsky\u27s theory of social cognition, which in turn is grounded in the broader framework of Hegelian and Marxist dialectical theories, and systems theory. The study spans several areas of scholarship and research: (1) the use of paradox-resolution as an organizing activity for classroom discussion; (2) students\u27 reasoning in general and reasoning with paradoxes in particular; (3) the structure and d...
This paper provides a framework for examining the role of argumentation and thinking and is consiste...
This study aimed at investigating and analysing the communication occurring during whole class discu...
Argumentation, as a kind of classroom discourse, is beneficial for establishing mathematical knowled...
This report concerns an inquiry into the nature and character of conceptual transformation through a...
In this paper, reasoning is understood as «integrated reasoning » – that is, reason-ing in a four-d...
The importance of mathematical argumentation for learning is undeniable. Yet there seems to be an un...
The emergent perspective (Cobb & Yackel, 1996) is a way for researchers to conceptualize teachin...
Paradoxes ??and the problem they present for logic?? can be traced as a subject for reflection from ...
This book undertakes a critical analysis of some central problems in Hegel scholarship. It is concer...
Assessing student interactions during socio-scientific debates requires an interdisciplinary theoret...
Collaboration scripts and heuristic worked examples are effective means to scaffold university fresh...
International audienceAssessing student interactions during socio-scientific debates requires an int...
We argue that dialogic theory, inspired by the Russian scholar Mikhail Bakhtin, has a distinct contr...
This research dealt with the social constitution of learning in classroom settings, attempting to re...
This article traces the development of the theory and practice of what is known as \u27community of ...
This paper provides a framework for examining the role of argumentation and thinking and is consiste...
This study aimed at investigating and analysing the communication occurring during whole class discu...
Argumentation, as a kind of classroom discourse, is beneficial for establishing mathematical knowled...
This report concerns an inquiry into the nature and character of conceptual transformation through a...
In this paper, reasoning is understood as «integrated reasoning » – that is, reason-ing in a four-d...
The importance of mathematical argumentation for learning is undeniable. Yet there seems to be an un...
The emergent perspective (Cobb & Yackel, 1996) is a way for researchers to conceptualize teachin...
Paradoxes ??and the problem they present for logic?? can be traced as a subject for reflection from ...
This book undertakes a critical analysis of some central problems in Hegel scholarship. It is concer...
Assessing student interactions during socio-scientific debates requires an interdisciplinary theoret...
Collaboration scripts and heuristic worked examples are effective means to scaffold university fresh...
International audienceAssessing student interactions during socio-scientific debates requires an int...
We argue that dialogic theory, inspired by the Russian scholar Mikhail Bakhtin, has a distinct contr...
This research dealt with the social constitution of learning in classroom settings, attempting to re...
This article traces the development of the theory and practice of what is known as \u27community of ...
This paper provides a framework for examining the role of argumentation and thinking and is consiste...
This study aimed at investigating and analysing the communication occurring during whole class discu...
Argumentation, as a kind of classroom discourse, is beneficial for establishing mathematical knowled...