recherche opérationnelle

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Program Overview

The doctoral school aims to provide in-depth training in mathematics, with an emphasis on specific research areas covered by the school's affiliated professors and researchers. To train researchers capable of conducting original research in their specific field of mathematics. To develop a thorough understanding of advanced mathematical concepts, theories, and proof methods. To cultivate skills in complex problem solving, analytical thinking, and abstraction. To train qualified teachers capable of effectively teaching mathematics at various levels, whether at the university level or in other educational settings. To prepare students for a variety of careers, including academic positions, industrial research, consulting, or in sectors such as finance, technology, and engineering, where advanced mathematical skills are highly valued. - Doctoral students are encouraged to participate in seminars, colloquiums, and conferences to present their work, exchange ideas with other researchers, and stay abreast of recent developments in their field. - Doctoral schools can promote diversity and inclusion by encouraging the participation of researchers from different socioeconomic, cultural, and geographical backgrounds, and by ensuring that the research environment is inclusive and respectful of all perspectives. - In addition to mathematical skills, doctoral students can be encouraged to acquire advanced technical skills such as computer programming, numerical modeling, or the use of specialized software for solving complex mathematical problems. - A key objective is to produce high-quality research that is suitable for publication in prestigious mathematics journals, which contributes to the recognition of the student as an accomplished researcher and to the reputation of the doctoral school. - The program may include opportunities for doctoral students to teach undergraduate courses or participate in mentoring programs, which helps them develop teaching skills and share their passion for mathematics with other students.


Teaching Language : French/English

Curriculum Highlights

Core Courses

English


Artificial intelligence


Programming techniques


Philosophy


Didactics


Information and communication technologies

speciality course

Advanced Topics

Admissions Information