Mathematical modeling is an interdisciplinary study that combines mathematical analysis, numerical mathematics, and physics. The study program is designed to provide students with basic knowledge and insight in all of the aforementioned fields and to be able, if the problem they are studying, to deepen their knowledge immediately by studying specialized professional papers.The graduate is ready to work in interdisciplinary teams and can formulate interesting application questions in a form accessible to rigorous mathematical research and vice versa, he can use abstract mathematical results to study practical problems.

Mathematical modelling is an interdisciplinary field connecting mathematical analysis, numerical mathematics, and physics. The curriculum is designed to provide excellent basic knowledge in all these disciplines and to allow a flexible widening of knowledge by studying specialized literature when the need arises. All students take compulsory courses in continuum mechanics, partial differential equations, and numerical mathematics. The graduate has mastered methods and results in continuum mechanics and thermodynamics, mathematical analysis of partial differential equations, and numerical mathematics and is ready to widen his/her knowledge by studying specialized literature.