Programs
Program Description
- Undergraduate Program
The undergraduate program takes between four and six years. In exceptional cases, students may apply for graduation after three year. Minimal requirement for admittance is a high school diploma. Students receive a comprehensive training in all fundamental areas of mathematics and can choose from a wide range of elective courses (for a list of courses plus description see here and here). A minimum of 128 credits are required for graduation. Further information and requirements can be found here and here. Upon completion, students are awarded the Bachelor degree. - Master Programs
The department offers three master programs: Analysis and Geometry, Combinatorics, and Scientific Computation and Modeling. Each program takes between two and four years (two and five for part-time students). In exceptional cases, students may apply for graduation after one year. Minimal requirement for admittance to all programs is a bachelor degree. A list of courses with description can be found here and here. Students must complete at least 24 credits. Moreover, students have to complete a master thesis under supervision of a faculty member. The thesis has to be defended in front of a committee consisting of 3 to 5 examiners. Further information and requirements can be found here and here. Upon completion, students are awarded the Master degree. - PhD Program
The PhD program takes between three and seven years (three and eight years for part-time students). In exceptional cases, students may apply for graduation after two years. Minimal requirement for admittance is a Master degree . Students are required to pass at least one qualification exam after two years and two after three years . Students have to complete at least 18 credits. Moreover, students have to prepare a thesis under supervision of a faculty member. The thesis has to be defended in front of a committee consisting of 5 to 7 examiners. Further information and requirements can be found here. Upon completion, students are awarded the PhD degree.
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