Optimization and Control

Explore the programs and courses offered by Optimization and Control

Browse Programs Admission Information

Program Overview

Semester 1:

  • Simplicial Methods
  • Convex Analysis
  • Matrix Analysis
  • Infeasible Method
  • Teaching and Research Techniques (TER 1)
  • English

Semester 2:

  • Interior Point Methods
  • Conic Problem
  • Semidefinite Programming
  • Teaching and Research Techniques (TER 2)
  • Ethics

Semester 3:

  • Combinatorial Optimization
  • Complementarity Problem
  • Variational Inequality Problems
  • Control Theory
  • Teaching and Research Techniques (TER 3)
  • English

Semester 4:

  • Internship in a research laboratory or in a company, culminating in a final thesis and defense.


Teaching Language : French and English

Curriculum Highlights

Core Courses

Méthodes simpliciales,

Analyse convexe

Méthode non réalisable

Méthodes de points intérieurs

problème conique

Programmation semi-définie

Advanced Topics

Optimisation combinatoire

Problème de complémentarité

Problèmes d'inégalité variationnelles

Théorie de contrôle

 


Admissions Information

The current application of Articles 171 and 1023 of Decrees:

v  Skills and knowledge acquisition are assessed every six months through continuous assessment and a final exam.

v  Progress from the first to the second year is automatic if the student has completed the first two semesters of the training program.

v  The student's assessment focuses on, depending on the training program: lectures, practical work, tutorials, and practical internships.


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