Applied Mathematics

Explore the programs and courses offered by Applied Mathematics

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Program Overview

This Master's degree, titled "Applied Mathematics," is a veritable springboard for pursuing an academic doctorate in various disciplines. The training programs are highly research-oriented and include a wide variety of advanced courses, as well as research seminars, supervised projects, final dissertations, and internships in research laboratories. A significant amount of time is devoted to personal research. For entry into the M1 program: Bachelor's degree in Mathematics or equivalent. For more details, see the following: For entry into the M2 program: M1 in Mathematics or equivalent. It is during the M2 program that the student chooses a research topic and a dissertation supervisor (rapporteur). Some students have a mentor, who plays a crucial role in supporting and selecting research topics and qualified rapporteurs.

Teaching Language : Français, anglais et arabe.

Curriculum Highlights

Core Courses


Functional Analysis 1 (AF1)

Numerical Analysis 1 (AN1)

Optimization (Op)

Numerical Methods (MN1)

Convex Analysis (AC)

Introduction to Mathematics Teaching (IDM)

 

Numerical Analysis 2 (AN2)

Functional Analysis 2 (AF2)

Scientific Computing (CS)

Numerical Methods 2 (MN2)

Differential Equations

Research Ethics and Professional Conduct (EDR)

Scientific English 2


Analysis and Control of Localized Systems (ACSL)

Analysis and Control of Distributed Systems (ACSD)

Evolution Problems (PE)

Approximation Theory (TA)

Matlab (MA)

LATEX

Scientific English 3


Semester 4 is dedicated to introductory research work, culminating in a dissertation and a defense.

Advanced Topics

The Master's degree in Applied Mathematics is aimed at students with a solid scientific background at the L3 level in mathematics or applied mathematics, who must demonstrate excellent foundations in numerical analysis, linear algebra, programming tools (MATLAB, PHYTON, MATHEMATICA), Sobolev spaces, and finite element methods, among others. A good command of a programming tool is also required. The Numerical Modeling and Simulation track in Master's degree is well suited to pursuing a Master's degree in Analysis, Modeling, Simulation, or Master's degree in Mathematics for the various specializations.


Admissions Information

Admission to this program is open to holders of a Bachelor's degree in Mathematics in all its specializations, or any other recognized equivalent diploma.

Candidates are ranked based on academic merit, taking into consideration the grades obtained during their previous years of study. Final admission is determined according to a competitive ranking and within the limits of the available pedagogical seats.

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