MSc in Mathematics
Lund University
Key Information
Campus location
Lund, Sweden
Languages
English
Study format
On-Campus
Duration
2 years
Pace
Full time
Tuition fees
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Introduction
Programme overview
The purpose of the Master’s programme in Mathematics is to give students advanced theoretical knowledge of mathematics together with practical skills to apply this knowledge both to mathematical problems and in applications of mathematics. A highly flexible structure that allows for individual adaptation, a diversified curriculum, a high theoretical level and an active research-oriented environment are some of the strongest features of the programme.
The Master’s Programme in Mathematics has two specialisations: Mathematics and Numerical Analysis.
A separate Master’s Programme in Mathematical Statistics is available at the Centre for Mathematical Sciences. A vast variety of courses in all mathematical disciplines – pure and applied mathematics, numerical analysis and mathematical statistics – are available within the programme.
The programme was recently evaluated by a panel of mathematicians appointed by The Swedish Higher Education Authority and was ranked ‘Of highest quality’ (http:// english.uk-ambetet.se/).
Curriculum
Programme structure
The programme consists of two-course modules – alternative compulsory courses and elective courses – comprising 90 credits and a thesis comprising 30 credits. The thesis can be done in mathematics or numerical analysis. The alternative compulsory courses (45 credits) must be chosen amongst courses at an advanced level in mathematics or in the numerical analysis according to the chosen specialisation. Of the elective courses (45 credits), at least 15 credits must be in mathematics, mathematical statistics or numerical analysis and no more than 30 credits may be at the basic level.
The choice of courses within the programme is highly dependent on the prior knowledge, subject of interest and career aspirations of each student. A student already determined to take a PhD degree might choose 90 credits of advanced courses in mathematics or numerical analysis in order to obtain a deep knowledge of the subject as a basis for the PhD. A student planning to work with applied mathematics directly after graduation can choose up to 45 credits, including some at a basic level, in a different subject relevant to the applications of mathematics, for example in physics or economics.
Individual student counselling is available throughout the entire programme.
Master's degree thesis: As mentioned above, the Master’s thesis comprises 30 credits and can be done on a topic of interest in pure or applied mathematics (code MATM03) or in numerical analysis and scientific computing (code NUMM03). The thesis can be done during the last semester of the programme or during the entire second year in parallel to other relevant courses within the programme.
The topic is chosen in cooperation with an advisor at the department and may either be of theoretical character or within an applied area together with an industrial partner.
Career Opportunities
Career prospects
After graduating from this programme, you are qualified to enter a PhD programme in mathematics. You will also have sufficient skills in applying mathematics to seek employment in industry, with government agencies and in other organisations working with mathematical problems.