The Newton-Raphson method is a very efficient algorithm to search for the
zero of a real function. Most of the time it converges more quickly than a
dichotomy approach. Nevertheless, there are some traps to avoid by studying the
function and/or its curve.
It goes against the grain of modern education to teach children to program. What fun is there in making plans, acquiring discipline in organizing thoughts, devoting attention to detail and learning to be self-critical?
--Alan Perlis
dimanche 30 juin 2019
lundi 3 juin 2019
La méthode de Newton-Raphson
La méthode de Newton-Raphson est un procédé très efficace dans la recherche
du zéro d’une fonction réelle, sa convergence est généralement bien plus rapide
que celle de la méthode dichotomique. Elle comporte cependant des
chausse-trappes qu’une étude de la fonction et de sa courbe permettent
d’éviter.
mercredi 13 février 2019
Switching between Dark and Light Themes
OK I must write this down as I should ask Hilaire for help the third time
about this simple task.
samedi 12 janvier 2019
Dynabook, user interface point of view
In our previous writings, we took the point of view of said innovative
teaching approaches. It differs from the children's point of view historically
taken by A. Kay. This provided us a set of general features, curriculum
neutral, we may want for a teacher centered Dynabook; we summarize it in our
"Dynabook and
learning models, final words" writing.
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