In the doctoral degree programme of Mathematical Analysis the students obtain a deep knowledge of the theory of differential equations, functional equations, functional analysis, difference equations, theory of optimization, and other related mathematical disciplines. The applications of the obtained knowledge and methods in other scientific branches, such as technology, economics, and natural sciences - physics, biology, chemistry, and geology - form and integral part of studies. In the course of the studies the attention is paid to the independent research work under the supervision of the tutor. The aim of the studies is to write a thesis containing new scientific results published in mathematical journals.

Successful graduates will find employment not only in academic institutions doing research and teaching at universities or the Academy of Sciences, but also in areas where the application of analytical and creative thinking is essential for the analysis of complicated relations and processes (e.g. finance, insurance, and technology).