Semestre : S3
Intitulé de l’UE : Fondamentale
Intitulé de la matière : Variational Methods and Applications for Nonlinear PDEs
Crédits : 08
Coefficients: 04
Objectives of the course:
The objective of this course is to master certain techniques within the framework of variational methods for the study of semilinear and nonlinear partial differential equations. It is primarily intended for Master’s students specializing in PDEs and can also serve as a fundamental reference for students of applied functional analysis in the field of differential equations.
Recommended prerequisites:
Functional analysis; differentiability of functionals on Banach spaces; Lebesgue spaces and Sobolev spaces, Minimization of functions...
- Teacher: Abdelhaq MOKHTARI