Bachelor’s degree of at least 180 credits or the equivalent, including at least 90 credits in mathematics, or at least 60 credits in mathematics and at least 30 credits in numerical analysis and computational science. The latter alternative applies to applicants who intend to pursue a Master’s degree in mathematics, specialising in numerical analysis. English course 6/English level 2 (advanced proficiency).
The programme has two specialisations: mathematics and numerical analysis. You deepen your knowledge in various areas of theoretical mathematics or in current topics within numerical analysis and computational science with applications in natural sciences, engineering, medicine, and finance.
There is great emphasis on problem analysis and problem solving. The programme has a strong research connection. All your teachers are active researchers. As a student, you will gain close insight into our research areas.
In pure mathematics, we conduct research on differential equations, complex and harmonic analysis, operator theory, differential geometry, group theory, representation theory, and optimization. Applications include mathematical physics, mathematical description and modelling of wave phenomena, cryptography, quantum computing, signal processing and data analysis, imaging techniques, and more.