A broad range of research subjects covering many relevant areas in theoretical and applied mathematics: differential equations and applications, functional and complex analysis, harmonic analysis, inverse problems, number theory, group theory, algebraic and differential geometry, statistics and probability, numerical methods, mathematical logic, mathematical finance, etc.
An increasingly international orientation, both in the number of students coming from abroad and in the collaboration (via co-advisoring, courses and short visits) with worldwide researchers.
Complex, Riemannian and algebraic geometry
Differential equations and applications
Functional, complex and harmonic analysis
Statistics and Probability
Degree Official Documentation