Mathematical analysis and applications

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Program Overview

This Master's program offers advanced training in areas related to pure and applied mathematics. Graduates can take on teaching tasks at both secondary and university levels. The objective of this program is to provide students with solid training in mathematical fields that are the subject of active research.

Teaching Language : French

Curriculum Highlights

Core Courses

  • Topology and Functional Analysis
  • Ordinary Differential Equations
  • Arithmetic 

Advanced Topics

  • Introduction to Analytical Number Theory
  • Differential Inclusion and Optimal Control
  • Special Functions
  • Distribution Theory
  • Spectral Theory of Operators and Semi groups. 
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Admissions Information

To access the Master's program, the following conditions must be met:


Possession of a Bachelor's Degree (or an equivalent diploma): The candidate must hold a Bachelor's degree in the same or an equivalent field.

Admission Criteria: Admission is based on the overall average.

Academic Vacancies: The number of available positions for the specialization is determined based on supervisory capacities and educational resources.

Candidate Ranking: If the number of candidates exceeds the available positions, a ranking is established based on academic criteria, notably the cumulative average in the Bachelor's degree.

Registration: Registration is carried out via a dedicated digital platform.


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