The Master's degree programme in Mathematics aims at teaching and developing future mathematicians and scientists, who acquire a thorough knowledge and understanding of those theoretical principles which are the basis of mathematical sciences.
The four taught modules share a range of common course objectives, including:

• ability to work autonomously and to assume responsibility for plans and structures of great dimensions;
• overview of the scientific research method, the method of logical-deductive reasoning, and the inductive methods applied to experimentation;
• knowledge of the fundamentals of pure mathematics and one advanced specialization along with their mathematical applications.