Master's Programme in Mathematics
- ECTS credits120
- Duration2
- Study programme codeMAMN-MAT
- Number of seats
Presentation
Semester
Autumn and spring.
Objectives and content
The programme is aimed at students with an interest in mathematics who intend to qualify for research, development or teaching and seek employment where education in mathematics is required or considered an advantage. Within the Master´s Programme in Mathematics, you can choose among the following specialisations:
- Algebra/algebraic geometry
- Mathematical analysis
- Topology
Admission
Semester
Autumn and spring.
Admission Requirements
A first degree (bachelor´s degree) of three or four years´ duration from an approved institution of higher education, as well as proficiency in the English language.
It is important to document the content and learning outcomes of the central mathematics subjects, either with attached course descriptions or with links to web pages where course descriptions can be found.
For more information regarding admission look at the different specializations.In your letter of motivation, please indicate which of the specializations/fields (Algebra/algebraic geometry, Mathematical Analysis, or Topology) you you are mostly interested in.
For international self-financing applicants
The Master's Degree Programme in Mathematics receives more applications from self-financing students each year than there are places available.
The average grade of the Bachelor's degree must be at least 2nd class upper division/B or the equivalent.
Construction
| Elective course | |||||||||
| Study abroad | |||||||||
| Study aboard | |||||||||
| Studieretning | |||||||||
| Når du søker opptak til masterprogrammet, kan du prioritere mellom studieretningene. | |||||||||
| Algebra/algebraic geometry (requirement 60 SP) | |||||||||
| Optional subject (requirement 30 SP) | |||||||||
| You should choose subjects in consultation with your academic supervisor. | |||||||||
| Elective course | |||||||||
| Course code | Course title | SP | S | R | |||||
|---|---|---|---|---|---|---|---|---|---|
| MAT224 | Commutative Algebra | 10 | 1–4 | ||||||
| MAT242 | Topology | 10 | 1–4 | ||||||
| MAT243 | Manifolds | 10 | 1–4 | ||||||
| MAT225 | Number Theory | 10 | - | ||||||
| MAT214 | Complex Analysis | 10 | - | ||||||
| MAT229 | Algebraic Geometry I | 10 | - | ||||||
| MAT320 | Introduction in Sheaves and Schemes | 5 | - | ||||||
| MAT322 | Algebraic Geometry II | 15 | - | ||||||
| MAT341 | <title> | 15 | - | ||||||
| Mathematical Analysis (requirement 60 SP) | |||||||||
| Optional subject (requirement 60 SP) | |||||||||
| You should choose subjects in consultation with your academic supervisor. | |||||||||
| Elective course | |||||||||
| Course code | Course title | SP | S | R | |||||
| MAT214 | Complex Analysis | 10 | 1–4 | ||||||
| MAT215 | Theory of Measure and Integration | 10 | 1–4 | ||||||
| MAT311 | General Functional Analysis | 10 | 1–4 | ||||||
| MAT342 | Differential Geometry | 10 | 1–4 | ||||||
| Skoleretta matematikk (requirement 60 SP) | |||||||||
| Didaktikkemne (requirement 30 SP) | |||||||||
| You should choose subjects in consultation with your academic supervisor. | |||||||||
| Optional subject (requirement 60 SP) | |||||||||
| You should choose subjects in consultation with your academic supervisor. | |||||||||
| Topology (requirement 60 SP) | |||||||||
| Optional subject (requirement 60 SP) | |||||||||
| You should choose subjects in consultation with your academic supervisor. | |||||||||
| Elective course | |||||||||
| Course code | Course title | SP | S | R | |||||
| MAT214 | Complex Analysis | 10 | 1–4 | ||||||
| MAT224 | Commutative Algebra | 10 | 1–4 | ||||||
| MAT225 | Number Theory | 10 | 1–4 | ||||||
| MAT229 | Algebraic Geometry I | 10 | 1–4 | ||||||
| MAT320 | Introduction in Sheaves and Schemes | 5 | 1–4 | ||||||
| MAT322 | Algebraic Geometry II | 15 | 1–4 | ||||||
| MAT342 | Differential Geometry | 10 | 1–4 | ||||||
| MAT344 | Cohomology | 5 | 1–4 | ||||||
| Master thesis in Mathematics (requirement 60 SP) | |||||||||
| Mandatory course | |||||||||
| Course code | Course title | SP | S | R | |||||
| MAT399 | Master's Thesis in Mathematics | 60 | 3 | ||||||
| SP = ECTS credits, S = Semester, R = Recommended semester | |||||||||
