- Years2 years
- ECTS credits120
Objectives and content
A Master's degree in informatics with a specialization in algorithms has a focus on the development and improvements of algorithms and computer programs, so that problems and challenges can be solved in the best and fastest way on computers. The aim is to find the best and most effective methodology, either through analysis, or through practical testing.
This Master's degree programme also includes fundamental aspects of algorithms, such as identification of problems that are hard to solve on computers. In these situations, development of alternative solutions is the main focus.
The members of the Algorithms Research Group are active participants in the international research community, as can be seen from our publication list. We are regularly involved in the main international algorithms conferences, both as participants, members of program committees, and as organizers.
Several of our research projects, both individual and joint, are externally funded.
What you Learn
A candidate who has completed his or her qualification should have the following learning outcomes defined in terms of knowledge skills and general competence:
- Can analyze code and algorithms
- Can implement algorithms
- Can assess the suitability of an algorithm
- Can develop efficient algorithms for problems that can be solved in polynomial time
- Can use techniques to handle difficult problems
- Can analyze code and algorithms to find bottlenecks, and then know how to handle them.
- Can implement algorithms rapidly and efficiently.
- Can decide if a given algorithm is suitable for its intended purpose.
- Can distinguish between problems that can and those that most likely cannot be solved in polynomial time.
- Can develop efficient algorithms for problems that can be solved in polynomial time.
- Can use the most common techniques for handling difficult problems.
- Is able to work independently and in groups with others.
- Has a critical and analytical view of his/her own work and that of others.
- Is able to evaluate ethical aspects of his/her own projects.
Study Period Abroad
Study period abroad
You can plan study periods abroad in consultation with your supervisor as a part of the master agreement.
How to Apply
This programme is avalible for citizens from within the European Union/EEA/EFTA.
Follow these links to find the general entry requirements and guidelines on how to apply:
- Citizens from within the European Union/EEA/EFTA (1 March)
- Nordic citizens and applicants residing in Norway (15 April)
For applicants residing in Norway: autumn and spring
The master programme builds on a Bachelor degree from the Department of Informatics, or a Bachelor degree and at least 80 ECTS of Mathematics and Informatics/Computer science.
Bachelor degrees from UiB that qualify:
- Bachelor degree from Department of Informatics, UiB (BAMN-BINF, BAMN-DSCI, BAMN-DSIK, BAMN-DTEK, BAMN-DVIT, BATF-IMØ, BAMN-INF)
- Bachelor degree in Information and Communication Technology (IKT) with at least 20 ECTS of elective Mathematics (from autumn 2022 MAT101 will no longer count)
- Bachelor degree in Cognitive Science with specialization in Informatics
Bachelor degrees that qualify
- Bachelor degree in Computing from HVL (Western Norway University of Applied Sciences)
- Bachelor degree in Information Technology from HVL
- Bachelor degree in Communication Systems from HVL
- Other bachelor degrees might qualify if you have at least 80 ECTS of Mathematics and Informatics/Computer science, of these 80 ECTS, at least 40 ECTS must be in Informatics/Computer science, and at least 20 ECTS must be in Mathematics. If both INF100 and INF109 are part of the Bachelor degree, the applicant will only get credit for INF100. One course in Statistics can count towards the Mathematics. MNF130 (and Discret Mathematics in general) counts towards Informatics.
For international self-financing applicants:
The Master Programme is not available for international applicants residing outside of the Nordic countries, the European Union/EEA and Switzerland.
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