About the programme
The master programme M.Sc. Mathematics is an English study program. The standard period of study is four semesters (two years).
In the compulsory part you choose two advanced courses with one specialization each out of seven research fields:
- Algebra
- Analysis
- Logic
- Numerical Analysis
- Optimization
- Applied Geometry
- Stochastics
In the elective part of the programme you either choose a minor out of the course catalogue of TU Darmstadt or you select a third mathematical specialization.
Interdisciplinary courses as well as the “Studium generale” are also part of the programme. Those parts are designed to provide the opportunity of internships or courses which are not mathematical.
Studying the master programme mathematics at Technische Universität Darmstadt will qualify you to:
- Classify recent research
- Present and reflect mathematic issues
- Systematically solve mathematic problems
- Apply gained expertise of other disciplines and use them in scientific discourse.
To get admitted for our study programme the following is necessary:
- successful graduation of a mathematical bachelor programme
- basic knowledge and methods at least in Analysis, Algebra, Numerical Analysis, Stochastics
- Specialization in at least two research fields
- Algebra
- Analysis
- Geometry and Approximation
- Logic
- Numerical Analysis and Scientific Computing
- Optimisation
- Stochastics
- in English (C1 of CEFR; equals a TOEFL iBT score from 95 up, IELTS 6.5) Language skills
For more information please see the (opens in new tab) . study regulations of M.Sc. Mathematics, Anhang II, page 3: Kompetenzbeschreibungen
Please note that a degree in non-mathematical subjects (no matter if Bachelor or Master) usually does not qualify for a Master's programme in Mathematics at TU Darmstadt. If you are unsure, please contact the Coordinator of Student Affairs.
If you are not sure if you are eligible for a Master of Science in Mathematics, we recommend the . Online Self-Assessment
Additional Courses
It is mandatory to choose an additional course or subject. The additional course may be additional mathematical master's courses or
- build on a minor from the bachelor's programme
- consist of modules from a bachelor's programme 4th semester or up (“minor intermediate”)
- consist of modules of a study programme which can be studied without background knowledge (“minor basic”)