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Applied Mathematics

Master

Programme structure

The Master's Degree Programme in Applied Mathematics takes two years to complete, and each academic year is divided into two semesters.

The structure of the programme allows you to opt for a general profile or specialize in one of the following research areas. The areas of specialization should be considered as suggestions to give you a better overview of the constituent and elective courses that we offer.

The diagramme below gives you an overview of the recommended course of study. On mobile devices it works best in landscape mode.

Example of schedule

Below is an example of how your weekly schedule might look like in the first semester of the Master’s programme in Applied Mathematics. Please note that your schedule may vary from week to week and that teaching activities may be scheduled on weekdays in the hours between 8 and 18.

Monday
Tuesday
Wednesday
Thursday
Friday

8-10
Deep Learning (lecture)
8-10
Differential equations II (practice session) 		 
10-12
Differential equations II
(lecture)
  
10-12
Differential equations II
(lecture)
10-12
Introduction to HPC and quantum computing (practice session)

12-14
Introduction to HPC and quantum computing (lecture)


14-16
Stochastic differential equations I (lecture)


 
16-18
Deep Learning (practice session)

The programme regulations are the legal foundation of the programme. They describe the rules applying to the programme, including the admission requirements, the programme structure, the qualifications you will achieve, and a summary of the general rules applying to all students.

As a student, you are responsible for keeping up to date with the programme regulations, which may be revised once every year – any changes typically come into effect on 1 September.

See the programme regulations on MySDU

A course description is a detailed description of a course, in which you can read about the aim and contents of the course, teaching methods, the expected workload and the form of the exam.

The Master's degree programme in Applied mathematics includes the opportunity to complete a company project, typically during the 2nd semester of the programme.

A company project is a well-defined project, which is done part-time or full-time in a company or organisation, and which has a scope of 10, 15 or 30 ECTS. A company project places demands on learning on a par with other courses at the university. There is both an SDU supervisor and a company supervisor associated with the project.

The company project must take a specific problem as its starting point and study board must approve the project description before you can start working on the project.

Company projects are always unpaid.

As part of the Master's degree programme in Applied mathematics, you have the opportunity study abroad at a university outside Denmark. You can choose either a university that SDU collaborates with, or you can choose to arrange your stay at another university. SDU collaborates with more than 200 partner universities, and we can help you find the perfect place for you.

If you start the programme in September, spending your 2nd semester abroad grants you the most flexibility – if you start in February, you get the most flexibility if you spend the 1st semester abroad. Additionally, on the second year of the programme, you have the opportunity to do your Master's thesis project or parts of it abroad.

Read more about spending a semester abroad on MySDU

On the 2nd year of the programme, you will work on your Master's Thesis project, which has a scope of 60 ECTS.

You will typically be affiliated with your supervisor's research group at the Department of Mathematics and Computer Science, who will be able to counsel and guide you in your literature search and your collection and processing of research data.

We are ready to help you

Do you have any questions?

Do you need to know how to apply for a Master's degree programme? Are you in doubt about which programme to choose? Whatever questions you have, we are ready to give you answers and personal guidance.

Write the student counsellors at the Faculty of Science