Graduate programs lead to M.Sc. and Ph.D. degrees in Mathematics. The current interests concentrate in mainly two areas;
- Analysis and its applications, differential equations (functional analysis, several complex variables, complex potential theory, holomorphic Dynamics, complex Geometry, probability and stochastics, martingales, operator theory, pseudo-differential operators, nonlinear partial differential equations)
- Algebra and number theory and their applications (finite fields and applications, coding theory, cryptology, integer partitions, combinatorics, commutative and computational algebra, finite geometry)
Graduate students may choose to follow the regular track of pure mathematics as well as joint work with other disciplines within the university such as the computer science or economics.
Course Web Site