Partial differential equations and applications

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Program Overview

Level: Master


Domain: Mathematics and Computer Science


Field: Mathematics


Speciality: Partial differential equations and applications



Course Location:


University of Jijel


Faculty: Exact Sciences and Computer Science


Department: Mathematics

Teaching Language : Arabe Anglais Français

Curriculum Highlights

Core Courses



Semester 1:


Functional analysis


Distributions and Fourier analysis


Dynamic systems and optimal control


Mathematical Modeling


Matrix Analysis


Matlab (PDE tool box)


Scientific English


Semester 2:


Sobolev Spaces


E.D.P of evolution


Numerical analysis of ODE


Introduction to Unbounded Operators


Introduction to Variational Approximation Methods


IT Tools


Analytical mechanics


Scientific English


Semester 3:


Variational analysis of PDEs


Variational inequalities


Finite element method


Spectral methods


Methodology


Numerical analysis of PDEs


Scientific English


Labour legislation and ethics


Semester 4:


Research work sanctioned by a dissertation and a defense with the possibility of


Internship in an engineering company.

Advanced Topics

Admissions Information

To apply for this master's program, you must have:


A Bachelor's degree in Mathematics (LMD) - a Classical Bachelor's degree in Mathematics - a Graduate Diploma in Mathematics - or equivalent qualifications in other countries.


Recommended prior knowledge:


Real Analysis - Complex Analysis.


Ordinary Differential Equations.


Linear Algebra, Topological Spaces, Linear Spaces.


Measure and Integration Theory.

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