Mathematical Analysis provides students with advanced knowledge in the various areas of mathematics traditionally included in mathematical analysis (theory of real functions, complex analysis, functional analysis, theory of ordinary and partial differential equations). It is characterized by the depth of insight into individual areas and the emphasis on their interconnection and interconnection. Students will acquire basic knowledge in these areas at the advanced level by completing compulsory subjects.

The programme in Mathematical Analysis offers students advanced knowledge of traditional fields of mathematical analysis (real function theory, complex analysis, functional analysis, ordinary and partial differential equations). It is characterized by a depth of insight into individual topics and an emphasis on their mutual interconnections. Basic knowledge of these topics at an advanced level is provided by the set of compulsory courses. Elective courses deepen the knowledge of selected fields, especially those related to the topic of the diploma thesis.