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Nombre de programmes trouvés : 324
Conférences

le (57m11s)

Evidencing the missing resources of the documentational approach to didactics, towards new programs of research

The development of a theoretical approach creates necessarily new needs, conceptual as well as methodological: when meeting new phenomena; when extending the study outside its initial field (in this case mathematics teaching in French secondary schools); when meeting other theoretical frames. Evidencing its missing resources (Chevallard & Cirade, 2010) is then a critical issue for a community of research. We will propose to face this issue, developing a reflective investigation in two directions: asking the recent Ph.D. students ...
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Conférences

le (43m56s)

Studying Teachers’ documentation work: emergence of a theoretical approach

The documentational approach to didactics is a recent theory –less than ten years old. In this conference I will look back at the process of development of this approach. I will recall the initial context, motivating the elaboration of a specific frame for studying teachers’ documentation work. Several kinds of evolutions will be emphasized: theoretical, methodological, but also evolutions of the questions studied in the research works referring to the documentational approach. I will conclude by evidencing the perspectives for future research and further evolutions.  Adler, J. (2000). Conceptualising resources as ...
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Conférences

le (52m17s)

How did mathematics teachers work four thousand years ago? Curricula and syllabuses in Mesopotamia

Surprising as it may seem, education in Mesopotamia is remarkably well documented. The reason for this abundance of sources is the nature of the writing support that was used in the Ancient Near East, namely, the clay, an indestructible material that has survived from antiquity to the present day. School exercises, including mathematics exercises, have been found by the tens of thousands during archaeological excavation in Iraq, Syria and Iran. One can detect how masters worked through careful analysis ...
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