Mathematics
Mathematics: the language of science
Mathematics is a versatile discipline which plays an essential role in other sciences ranging from physics, biology, and computer science to economics and psychology. The Master’s programnme in Mathematics is an allround programme covering virtually every branch of modern mathematics, but with an emphasis on topics that can be applied in business and science. The Master’s programme will open up many opportunities in diverse fields, and will assure a first class training in analytical and quantitative methods to solve the next generation’s problems from science, technology and finance.
The programme offers a wide variety of courses spanning modern mathematics, covering
- Probability theory
- Stochastic processes
- Applied analysis and differential equations
- Topology
- Financial mathematics
- Biostatistics
- Algebra
Students have much freedom to choose the suite of courses that best fits their interests.
Mathematics in Amsterdam
VU University Amsterdam (VU) collaborates closely with the University of Amsterdam (UvA) in Mathematics. This collaboration has resulted in a high-quality Master of Science programme. Students can enjoy the expertise of two universities: providing a rich and varied programme of courses as well as ample pure or interdisciplinary research projects at both universities.
The Dutch universities have also combined efforts in MasterMath: a nation-wide programme of Master courses covering all branches of mathematics.
Further information
Events and activities (Dutch) / Events (English)
Order the brochure
Contact the Master's coordinator
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Taal:
Engels
- Duur: 2 years
- Collegegeld: EU/EEA residents: € 1,771
non-EU/EEA residents: € 12,000 - Aanmelden voor: 1 April for non-EU/EEA students; 1 April for EU and EEA students; 1 July for Dutch students from institutions other than VU University Amsterdam
- Startdatum: 1 September 2012
- Vorm: Voltijd
- Interessegebied: Informatica, Wiskunde en Bedrijf
- Specialisaties:
Stochastics / Differential Equations and Dynamical Systems / Topology and Geometry
