Analyse mathématique et applications

Program Overview

The aim of this Master's program is to provide mathematics training for students holding a Bachelor's degree or a DES (Diploma of Specialized Higher Studies) in mathematics. This training is essentially structured around two components: fundamental and applied. Upon completion of this Master's program, graduates can, on the one hand, undertake teaching duties at the secondary and university levels, and on the other hand, they can easily apply for a doctorate in mathematics, particularly in functional analysis, partial differential equations, operations research, optimization, and statistics.

Teaching Language : The program is taught in French, thus promoting international exposure and better integration into the professional world. Globalized academic.

Curriculum Highlights

Core Courses

These modules aim to strengthen the essential theoretical foundations in mathematics:

• Topological Vector Spaces 1

• Spectral Theory of Bounded Operators

• Optimization

• Topological Vector Spaces 2

• Spectral Theory of Unbounded Operators

• Partial Differential Equations

Advanced Topics

These modules allow for progressive specialization in fundamental and applied fields:

• Integration and Probability

• Numerical Analysis 1

• Dynamical Systems and Control

• Multivocal Analysis

• Numerical Analysis 2

• Analytical Mechanics

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Admissions Information

To enroll in this program, a bachelor's degree in mathematics is required.

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