Doctrorate in Mathematics

The doctoral program in mathematics aims to achieve several essential objectives that contribute to the personal and professional development of the researcher. Among the main objectives are:

1.    Advancing knowledge – Deepening the understanding of advanced mathematical concepts and contributing to the evolution of the field through innovative research.

2.    Developing research skills – Mastering research methods, mathematical modeling, and the analysis of complex problems.

3.    Scientific contribution – Producing original works and publishing results that enrich the scientific community.

4.    Autonomy and critical thinking – Developing analytical and deep reasoning skills to solve new and abstract problems.

5.    Teaching and knowledge transmission – Training future mathematicians by teaching in academia and popularizing mathematical knowledge.

6.    Interdisciplinary openness – Applying mathematics in various fields such as computer science, physics, economics, or artificial intelligence.

7.    Professional opportunities – Preparing for careers in higher education, research, industry, or financial institutions.

The training is provided in three specialties, namely Functional Analysis, Partial Differential Equations, and Modelling