International audienceThe aim of this paper is to put into evidence two aspects of the production of counter-examples during students’ approach to it and its development: the epistemic and the teleological (strategic) components of the specific process that brings to the production of a counter-example. By considering two 8th grade classroom discussions (the first one, on counter-examples in arithmetic and the other, in geometry) I will discuss how those aspects are of general interest for the development of students’ conscious dealing with the truth of statements and the effectiveness of strategies (i.e. with the development of students’ rationality, according to Habermas). Also some affective aspects will be considered, as concerns their ...
This paper seeks to identify actions that can be regarded as building elements of teachers’ classroo...
International audienceIn this paper, I argue that Habermas' components of epistemic, teleologic, and...
My dissertation investigated students’ thinking, understanding, and mathematical development when so...
International audienceThe aim of this paper is to put into evidence two aspects of the production of...
International audienceThis paper presents the ongoing refinement of a construct (a Rational Mathemat...
this paper we describe two episodes of instructional interaction, in which examples are used in orde...
This paper addresses a practical issue encountered by many lecturers teaching first-year university ...
The paper deals with a practical issue encountered by many lecturers teaching first-year university ...
A Rational Mathematical Template (RMT) is the couple consisting of a mathematical entity (definition...
This paper presents a case study which involved the first year science and engineering students of t...
This paper deals with the crucial issue of the first approach to algebra as a thinking tool. A relev...
Generating examples of mathematical objects can be very difficult for students and it can be conside...
Tasks that require students to construct examples that meet certain constraints are frequently used ...
© 2015 Springer Science+Business Media Dordrecht This paper argues that rationality and belief are m...
This chapter presents a perspective about the exploratory approach as a possible way to enact inquir...
This paper seeks to identify actions that can be regarded as building elements of teachers’ classroo...
International audienceIn this paper, I argue that Habermas' components of epistemic, teleologic, and...
My dissertation investigated students’ thinking, understanding, and mathematical development when so...
International audienceThe aim of this paper is to put into evidence two aspects of the production of...
International audienceThis paper presents the ongoing refinement of a construct (a Rational Mathemat...
this paper we describe two episodes of instructional interaction, in which examples are used in orde...
This paper addresses a practical issue encountered by many lecturers teaching first-year university ...
The paper deals with a practical issue encountered by many lecturers teaching first-year university ...
A Rational Mathematical Template (RMT) is the couple consisting of a mathematical entity (definition...
This paper presents a case study which involved the first year science and engineering students of t...
This paper deals with the crucial issue of the first approach to algebra as a thinking tool. A relev...
Generating examples of mathematical objects can be very difficult for students and it can be conside...
Tasks that require students to construct examples that meet certain constraints are frequently used ...
© 2015 Springer Science+Business Media Dordrecht This paper argues that rationality and belief are m...
This chapter presents a perspective about the exploratory approach as a possible way to enact inquir...
This paper seeks to identify actions that can be regarded as building elements of teachers’ classroo...
International audienceIn this paper, I argue that Habermas' components of epistemic, teleologic, and...
My dissertation investigated students’ thinking, understanding, and mathematical development when so...