Applications are accepted from
June 1 - July 15 for the winter term (starting October 1st) and December 1 - January 15 for the summer term (starting April 1st) each year.
Applications have to be submitted online via STiNE (the central student server of the university).
To help the selection committee make its decision, your application should include the following documents:
- The signed printout of the online application form (in English).
- A letter of motivation (about one page, in English).
- Your Curriculum Vitae (in English).
- A photocopy of your university entry qualification (i.e. High School diploma or equivalent).
- A photocopy of the degree certificate of your Bachelor degree in physics or mathematics, including a transcript of your grades. (Concerning exceptions and further comments see below!) It must contain your CGPA and the means to convert them into German grading system, minimum passing grade and maximum grade possible. If it is not possible to convert your CGPA, it will be set as minimum passing grade.
- Proof of proficiency in English (for more information see below)
- You may provide further evidence of work experience or other relevant qualifications.
The copies of your documents need not to be certified. Copies in English or German are accepted. If your certificates are written neither in English nor in German, please enclose a certified translation.
Extra note on the application process:
Your online application must have the status 'sent' or 'received' in STiNE or else you didn't formally apply for admission.
When admission letters are published can be found here under 'Master's degree programs'. This date is the same for ALL applicants, national and international.
Your application must reach our office not later than 15 January or 15 July respectively. If it reaches us later than that your application will NOT be reviewed by the admissions committee.
Proficiency in English
Your proficiency in English will be considered as proven if at least one of the following applies to you:
- You have passed a test within CEFR/TELC at level B2
- You have passed the IELTS test with a score of at least 5.0
- You have passed the TOEFL test with 72 credits in the internet-based test (TOEFL iBT)
- You have passed Cambridge FCE, CAE or CPE
- You have a degree from an English language bachelor degree program
- You have a high school diploma accepted at English language universities
- You have spent at least 6 months in an English speaking country
- You have learnt English at a German language school for at least seven years
We recommend that you be able to follow courses and seminars in English as well as in German.
For successful participation in the Master programme, you should have a good background knowledge in both mathematics and physics. Specifically, you should be familiar with the following topics from physics and mathematics.
Prerequisites in Physics:
A good background in quantum mechanics. This includes the following topics, which are part of the course content of a class in quantum mechanics according to our official handbook:
- Hamilton-formalism, Poisson bracket
- Schrödinger equation
- Observables and operators
- Eigenvalue problems for operators
- Probability interpretation and uncertainty relations
- One-dimensional problems
- Angular momentum
- Perturbation theory, Fermi's golden rule
- Multiparticle systems, Fermi and Bose commutation rules
- To students with a mathematics background, we recommend part 1 of the book Leon A. Takhtajan: Quantum mechanics for mathematicians, Graduate Studies in Mathematics Volume 95, American Mathematical Society.
It should be noted that without this background knowledge successful participation in a quantum field theory course would be extremely difficult. Additional background knowledge in theoretical electrodynamics and advanced quantum mechanics would be helpful. Most of our local students have taken an advanced class on quantum mechanics as well as a course on theoretical electrodynamics.
Prerequisites in Mathematics:
The content of our four-term class "mathematics for physicists" described below. Additionally, basic knowledge of elementary differential geometry, e.g. some familitarity with the notion of a manifold, and notions of Lie theory would be helpful.
|1st Term||2nd Term||3rd Term||4th Term|
It should be noted that our course "mathematics for physicists" is not limited to the applications of these topics in physics. It focusses on the mathematical concepts, abstract reasoning and proofs. Familiarity with mathematical reasoning as well as the ability to understand and conduct mathematical proofs are required for successful participation in the mathematics courses of our programme.
- For applicants from outside the EU: if you anticipate problems in obtaining a visa or need our assistance to obtain one, please contact us well in advance. We will assist you, but the necessary procedures can take a lot of time.
- If you have not yet received your bachelor certificate when you apply, please provide an up-to-date transcript of records with grade point average. In that case, please submit your bachelor certificate as soon as possible during the first semester at the latest by March 31 (for admission to a winter semester) or September 30 (for admission to a summer semester).
- If your bachelor degree is neither in physics nor in mathematics, please contact us so that we can consider your case on an individual basis.
- A letter of recommendation from a professor of your home institution can be included in your application. The letter can also be sent from the professor's university email account to studium.math (at) uni-hamburg.de(studium.math"AT"uni-hamburg.de)
- There are semester fees, see the university's information on semester fees.
- Funding: Participants of the Master programme with a good knowledge of German are encouraged to apply for student jobs, either in computer maintenance (with interaction with users speaking only German, IT-Gruppe Mathematik - only in German) or for teaching undergraduate and service classes (knowledge of German at the level of being able to explain mathematics in German required, contact us). International students are encouraged to apply for grants to the DAAD (German Academic Exchange Service). The DAAD also runs an extensive database with information on funding opportunities from other organisations.