Ce cours contient les 7 premiers chapitres d'un cours donn茅 aux 茅tudiants bachelor de l'EPFL. Il est bas茅 sur le livre "Introduction 脿 l'analyse num茅rique", J. Rappaz M. Picasso, Ed. PPUR. Des outils de base sont d茅crits dans les 5 premiers chapitres. Les deux derniers chapitres abordent la question de la r茅solution num茅rique d'茅quations diff茅rentielles. Plus pr茅cisement, nous allons 茅tudier les chapitres suivants du livre :

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There are 8 modules in this course
Interpolation de Lagrange. Interpolation par intervalles.
What's included
9 videos6 assignments1 peer review1 plugin
Formules de diff茅rences finies pour approcher les d茅riv茅es premi猫res et secondes.
What's included
10 videos6 assignments1 peer review1 plugin
Formules de quadrature. Poids et points d'int茅gration. Formules de Gauss.
What's included
10 videos6 assignments1 peer review1 plugin
Elimination de Gauss. D茅composition LU. D茅composition LL^T.
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8 videos7 assignments2 peer reviews1 plugin
Equations non lin茅aires. M茅thodes de point fixe. M茅thode de Newton. Syst猫mes non lin茅aires.
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10 videos7 assignments1 peer review1 plugin
Equations diff茅rentielles du premier ordre. Existence et unicit茅. Sch茅mas d'Euler. Syst猫mes diff茅rentiels du premier ordre.
What's included
10 videos6 assignments1 peer review1 plugin
Un probl猫me aux limites unidimensionnels lin茅aire. M茅thode de diff茅rences finies. Un probl猫me non lin茅aire.
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7 videos3 assignments1 peer review1 plugin
Examen final (30% de la note)
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1 assignment
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Reviewed on Jan 21, 2017
Tr猫s bien fait pour se faire un rappel des bases de l'analyse num茅rique.
Reviewed on Oct 29, 2017
Cours tr猫s bien con莽u, le niveau de maths est 茅lev茅 mais les vid茅os et le livre permettent de retravailler les parties plus difficiles 脿 comprendre.
Reviewed on Aug 17, 2016
Excellent cours avec des exemples concrets.Je recommande fortement ce cours pour tout ing茅nieur ayant 脿 r茅soudre des syst猫mes lin茅aires ou non.

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