The study programme aims to teach students the basic concepts which arise in a broad range of technical, scientific as well as didactical problems and illustrates how these can be applied in a research context. The emphasis is placed on generic skills which are transferable across disciplines so that it consists a foundation for anyone hoping to advance their scientific modelling skills and more.

This study programme will allow students to experience the excitement of obtaining solutions to complex physical and other problems.

Students will initially consolidate their mathematical knowledge and formulate basic concepts of modelling before moving on to case studies in which models have been developed for specific issues motivated by e.g. industrial, biological or environmental or even didactical considerations, providing a unique blend of analytical and computational methods with applications at the frontiers of research.... [-]

Advanced mathematics focuses on the study and creation of mathematical and computational tools broadly applicable in science and engineering, and on their use in solving challenging problems in these and related fields.

From ecological modeling to mechanics, from statistical analysis to mathematical economics, areas of investigation are diverse. This master’s program offers advanced theoretical knowledge in this complex and dynamic domain.

Qualitative theory of ordinary differential equations; Group theory and applications; Mathematical methods in fluid mechanics; Methodology of the mathematical research; Nonlinear partial differential equations; Techniques of function approximation; Rings and modules; Applied nonlinear analysis; Complex analysis in on and higher dimensions; Algebraic topology; Homological algebra.... [-]

Type of Studies: Full-time

Duration of Studies: 4 semesters