Mathematics: Degree Project

The course is an independent degree project presented in an individually written report and an oral presentation at a seminar.

The content of the course, that is, the mathematical problem or problem area treated in the thesis, is chosen in consultation with the supervisor.

Before the project is begun, the student must complete a project description for the examiner's approval.

Progressive specialisation: G2E (has at least 60 credits in first‐cycle course/s as entry requirements, contains degree project for Bachelor of Arts/Bachelor of Science)

Education level: Undergraduate level

Admission requirements: Completed courses totalling 120 ECTS credits with at least 75 ECTS credits in Mathematics, including two of the following courses: Fourier analysis, Linear algebra II, Introduction to partial differential equations, Algebraic structures, codes and cryptosystems; or 105 ECTS credits in Mathematics, including two of the following courses: Fourier analysis, Linear algebra II, Introduction to partial differential equations, Algebraic structures, codes and cryptosystems, or equivalent.

Selection: Selection is usually based on your grade point average from upper secondary school or the number of credit points from previous university studies, or both.

This course is included in the following programme

• Science programme Physics/Chemistry/Mathematics: Mathematics (studied during year 2)
• Mathematics Programme (studied during year 3)