Explore the programs and courses offered by Partial Differential Equations
Browse Programs Admission InformationThis Master's program in Partial Differential Equations (PDEs) offers specialized and high-level training in modeling and analyzing complex real-world phenomena using advanced analytical and numerical techniques.
It is designed to meet the increasing demands of engineering, physics, and economics sectors, equipping students with essential knowledge and skills in solving PDEs and mathematical modeling of dynamic systems.
With a practical and research-oriented approach, the program prepares graduates for both academic research and industrial challenges, providing a wide range of career prospects in strategic sectors.
The program emphasizes the use of Partial Differential Equations (PDEs) for mathematical modeling, focusing on advanced topics such as:
This training aims to develop experts capable of applying mathematical modeling techniques to solve practical and complex problems in various scientific and industrial fields.
Graduates will be well-equipped to contribute actively to technological innovation, scientific research, and the industrial development of their country.
This Master's program is primarily open to students holding a Bachelor's degree in Mathematics in all its fields of specialization, particularly in: Analysis, Algebra and Geometry, Statistics, and Probability.
Candidates are selected based on merit ranking, according to the grades obtained during previous academic years (L1, L2, L3), and within the limit of available pedagogical places.
Final admission is subject to the evaluation of the application file by the program's selection committee.
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