L'article de Richard Askey propose une introduction au livre de Liping Ma :
"Elementary school mathematics, it turns out, is not so elementary. This means that teaching it well requires much deeper mathematical knowledge than almost everyone has thought. There will be no math reform unless we provide teachers with the training, textbooks, time, and support needed to develop this knowledge."
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)
traduction approximative :
"Les mathématiques de l'école élémentaire, ne sont pas, à ce qu'il apparaît (à la lecture du livre de Liping Ma), si élémentaires que ça. Cela signifie qu'enseigner correctement cette discipline nécessite une connaissance mathématique beaucoup plus profonde que ce qui est considéré comme suffisant par la plupart. Il n'y aura pas de réforme mathématique digne de ce nom, à moins de prodiguer aux instituteurs l'entraînement, les guides du maître, le temps et le soutien sans lesquels ils ne pourraient acquérir cette connaissance de manière solide."
By Richard Askey
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Aidez-moi à améliorer l'article par vos remarques, critiques, suggestions... Merci beaucoup.