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Goals

We will present basic numerical methods useful for engineering. Applications are given, which motivate the development of such methods, together with a systematic analysis of the accuracy.

Programme

  • Linear systems, eigenvalues.
  • Optimization, non-linear equation.
  • Interpolation, numerical integration.
  • Numerical approximation of ordinary differential equations.
  • Discretization of linear partial differential equations.

Sustainable development

Level 1: Activity contextualised through environmentally sustainable development and social responsibility and/or supported by examples, exercises, applications.

DD&RS level 1

Activity contextualised through environmentally sustainable development and social responsibility and/or supported by examples, exercises, applications.

Assessment method

valuation = 75% knowledge + 25% know-how (Knowledge = 100% final exam and know-how = 100% continuous assessment).

Bibliography

  • A. QUARTERONI, R. SACCO, F. SALERI, Numerical Mathematics, Springer, 2006.0
  • J.RAPPAZ,M.PICASSO, Introduction à l'analyse numérique, Presse polytecniques et universitaires romandes, 1998.0
  • G.ALLAIRE S.M. KABER, Algèbre linéaire numérique, Ellipses, 2002.0
Course
12h
 
TC
14h
 

Code

24_I_G_S05_MTH_TC_2

Responsibles

  • Laurent SEPPECHER
  • Grégory VIAL

Language

French

Keywords

Approximation, linear systems, numerical integration, differential equations, optimisation.