La lettre de la Preuve

 

ISSN 1292-8763

Automne 2007

Un ESPACE NOUVEAUest à disposition dans la bibliographie pour recueillir les dernières THESES sur la preuve.
A NEW SPACE is available on the bibliography to gather the last PHD THESIS about proof.
Un NUEVO ESPACIO esta listo en la bibliografia para recoger las ultimas TESIS sobre la prevua.
2007
Ellis Amy B.(2007) Connections Between Generalizing and Justifying: Students' Reasoning with Linear Relationships Journal for research in mathematics education V. 38, Issue 3, 194 - 229
Inglis M., Mejia-Ramos, J. P., Simpson, A. (2007) Modelling mathematical argumentation: the importance of qualification Educational Studies in Mathematics66/1, 3-21
Pedemonte B. (2007) How can the relationship between argumentation and proof be analysed? Educational Studies in Mathematics 66/1, 23-41
Otte, M. (2007) Mathematical history, philosophy and education Educational Studies in Mathematics 66/2, 243-255
Barbin, E. (2007) On the arguments of simplicity in Elements and schoolbooks of geometry Educational Studies in Mathematics 66/2, 225-242
Lannin, J., Barker, D., Townsend B. (2007) How students view the general nature of their errors Educational Studies in Mathematics 66/1, 43-59

Research Paradigms on the Teaching and Learning of Proof

October 4-5, 2007
Providence, Rhode Island

This is a research colloquium held in Providence in the context of the proof project which is a three-year research and development project funded by the Research on Learning and Education (ROLE).
The goal of this colloquium was to bring together a small group of researchers to exchange ideas on what paradigms are used to investigate the teaching and learning of proof. The discussion was about ideas concerning the constraints and affordances of these paradigms, as well as the questions they address, as a means for identifying emergent paradigms and outlining future directions for research on the teaching and learning of proof.

Topic study Group 18:
Reasoning, proof and proving in mathematics education

ICME 11
Mexique, 2007

The ICME 11 Topic Study Group on « Reasoning, proof and proving in mathematics education » will serve a dual role:

  1. Present an overview of the current state of art in the topic “Reasoning, proof and proving in mathematics education (RPP),” and expositions of outstanding recent contributions to it, as seen from an international perspective
  2. Sharing of ongoing work and perspectives

The topic will be considered at all levels – elementary, secondary, university, and teacher knowledge.  Participants could report on research work, on classroom teaching, or on the design of teaching environments or of teaching units for RPP. They also could report on advances made in the development of theoretical frameworks or approaches.

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2007 4415 [07 070809] [07 040506] [07 010203]
2006
 8536 [06 101112] [06 070809] [06 040506] [06 010203]
2005
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2004 6035 [04 101112] [04 070809] [04 040506] [04 010203]
2003 4120 [03 101112] [03 070809] [03 040506] [03 010203]
2002 5440 [02 101112] [02 070809] [02 040506] [02 010203]
2001 5237 [01 101112] [01 070809] [01 040506] [01 010203]
2000 6584 [00 1112] [00 0910] [00 0708] [00 0506] [00 0304] [00 0102]
1999 4253 [99 1112] [99 0910] [99 0708] [99 0506] [99 0304] [99 0102]
1998 2559 [98 1112] [98 0910] [98 0708] [98 0506] [98 0304] [98 0102]
1997 1629 [97 1112] [97 0910] [97 0708] [97 0506] [97 0304] [97 0102]



Laboratoire Leibniz
IMAG (CNRS, UJF, INPG)

Math Forum Internet News

La lettre de la Preuve

 

ISSN 1292-8763