 Aims
The course constitutes an introduction to convex analysis and to the calculation of variations.
Main themes
- the direct method of calculus of variations, minimisation of multiple integrals, free and constrained problems, lack of compactness.
- Necessary conditions and sufficient conditions, Euler-Lagrange equations.
- Optimal solution symmetry, symmetry breaking, Noether theory.
Other credits in programs
|
MATH22/E
|
Deuxième licence en sciences mathématiques (Economie mathématique)
|
(3 credits)
|
Mandatory
|
|
MATH22/G
|
Deuxième licence en sciences mathématiques
|
(3 credits)
| |
|
MATH22/S
|
Deuxième licence en sciences mathématiques (Statistique)
|
(3 credits)
| |
|
