This English-taught master's programme brings together advanced mathematical methods and core physical theories in a deliberately interdisciplinary setting. Coursework and seminars concentrate on the rigorous mathematical foundations needed to address contemporary problems in theoretical physics, while maintaining a strong emphasis on physical intuition and applications.
Unlike some mathematical physics programmes that prioritize very new or speculative frameworks, this degree focuses on well-established physical theories that have significant applications across science and technology. The curriculum centers on three principal areas—quantum theory, general relativity, and statistical physics—which mirror the principal research strengths of Tübingen’s Mathematics and Physics Departments and create a coherent, research-informed training environment.
The programme is well suited to students who want rigorous preparation at the interface of mathematics and physics, with direct links to active research groups in both departments. Its emphasis on foundational theories with practical relevance makes it appropriate for further doctoral study or roles that require deep theoretical and analytical skills.
The programme combines a compact set of required, advanced core courses with a broad selection of electives so you can tailor your studies. The compulsory modules are Geometry in Physics, Mathematical Quantum Theory, Mathematical Relativity, and Mathematical Statistical Physics. Beyond these cores you choose from numerous advanced classes in mathematics, theoretical physics and mathematical physics to build depth in areas that match your interests.
In the second year there is a dedicated mathematical physics colloquium that exposes students to recent research developments and provides a forum for students to present the results of their own Master’s thesis. This structure is designed to reinforce rigorous mathematical foundations while giving you opportunities to engage with current research and to communicate your work to peers and faculty.
Overview
Admission to this MSc program requires a completed Bachelor's degree in either mathematics or physics, a minimum final grade of 2.5 according to the German grading scale, and a strong foundation in both mathematical and physical sciences. These baseline criteria ensure applicants have the necessary quantitative and theoretical preparation for graduate-level study in mathematical physics.
If you studied outside Germany, be ready to clarify how your degree and grades correspond to the German system and to demonstrate your prior coursework or competencies. A “solid background” typically means substantial undergraduate training in core areas of mathematics and physics; you may be asked to show transcripts or course descriptions to document this preparation.
Admission requirements
Winter Semester (International)
15 July 2026
Graduates gain a rigorous foundation in both advanced mathematics and theoretical physics, making them well suited to continue with doctoral research in mathematical physics or related fields. The programme’s emphasis on modelling, analysis and theoretical methods also prepares alumni for technical roles in research institutes, technology companies, and sectors that require strong quantitative and analytical skills.
Knowledge of English plus optional German-language study during the programme enhances employability in Germany and internationally. The combination of specialised coursework and a research-focused master’s thesis supports transitions into academic careers or R&D positions in industry.
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