PhD in Dynamical Systems (Mathematics)

Explore the programs and courses offered by PhD in Dynamical Systems (Mathematics)

Browse Programs Admission Information

Program Overview

The PhD in Dynamical Systems explores the evolution of mathematical systems over time, including both continuous (differential equations) and discrete models. It prepares researchers to tackle complex problems in science, engineering, biology, and economics using advanced mathematical tools.

Teaching Language : Arabic - French - English

Curriculum Highlights

Core Courses

  • Continuous and Discrete Dynamical Systems
  • Qualitative Analysis of Differential Equations
  • Stability and Limit Cycles
  • Chaos Theory and Control
  • Mathematical Research Methodology


Advanced Topics

  • Nonlinear and Chaotic Systems
  • Automatic Control Theory
  • Population Dynamics and Biological Modeling
  • Industrial and Engineering Applications
  • Numerical Simulation of Complex Systems


View Full Curriculum

Admissions Information

Master’s degree in Mathematics, Applied Mathematics, or related field.


Apply Now