Master of Science in Mathematical Physics Leipzig University

Physics and mathematics are indispensable for understanding the world and developing technical innovations. Following in the footsteps of famous former professors such as W. Heisenberg, F. Klein or F. Bloch, you will learn general principles of mathematics and theoretical physics, gain in-depth knowledge on selected topics and conduct independent research. By solving complex problems and transferring concepts to related fields, you will prepare for a job in academia or industry.

Special features:

• International – English as course language
• Interdisciplinary – joint initiative of mathematics and physics departments
• Develop analytic skills – learn to solve complex problems and to transfer concepts to related fields
• Forefront research – supported by the local Max Planck Institute for Mathematics in the Sciences

You will learn the general principles of mathematics and theoretical physics in two fundamental courses on mathematical physics and deepen your expertise on topics like symmetries, geometry, field theory and quantum mechanics. You will gain in-depth knowledge on selected fields by taking elective courses. The course structure allows for multiple individual choices.

Other key benefits:

• Study in a vibrant place with long-standing tradition in mathematical physics.
• Enjoy small courses led by dedicated lecturers.
• Contribute to current projects in research groups at Leipzig University or MPI MiS.
• Profit from a high flexibility and chose the courses according to your own preferences.
• Have the option to continue your career in the prestigious graduate school IMPRS MiS.
• Live in a vibrant city with a rich cultural scene, affordable housing, a lot of green spaces.

Job Perspectives:

Owing to the importance of mathematics and physics in modern society, you can follow many avenues for employment in academia and industry. Many graduates earn a PhD and benefit from excellent local opportunities at our institutes of mathematics and theoretical physics and at the MPI for Mathematics in the Sciences, e.g. as a member of our graduate school IMPRS MiS.

Due to the skills shortage in the field of mathematicians, IT specialists, natural scientists and technicians in Germany, you will have excellent opportunities to pursue a wide range of careers in industry and business (e.g. in engineering, medical technology, software development, finance and insurance, communication systems, energy, transport or logistics). Other job opportunities exist in the service sector (e.g. business consulting, technology consulting) or in scientific research institutions and in administration (e.g. material testing, quality assurance, validation, IT security).

In the Master's programme, you will:

• learn general principles of mathematical physics and in-depth knowledge on selected topics
• apply this knowledge to describe, analyse and solve complex problems
• transfer concepts to related questions in other or interdisciplinary fields
• train to read and understand current international specialist literature
• perform independent research in a one year research phase under the guidance of a professor or senior scientist
• prepare for a job in academia or industry and economy

The Master's programme consists of two one-year periods. The corner stone in the first phase are the two courses on mathematical physics. They will build on your fundamental knowledge in mathematics and theoretical physics and set the background for the advanced specialised courses you take later on.

In the research phase, you will learn to do independent research under the supervision of a professor or senior scientist, become a part of a research group and contribute to research problems of current interest.

The course structure allows individual choices and thus a wide range of specialisation options. It consists of compulsory modules (rectangular boxes), elective modules (boxes with rounded corners) and compulsory elective modules (octagonal boxes).

In addition to the wide variety of topics in mathematics and theoretical physics mentioned above, you can also make use of the extended selection of elective modules, e.g. meteorology (data assimilation or numerical weather prediction and climate modelling) or informatics (neuro-inspired information processing, artificial neural networks and machine learning, visualisation, graphs and biological nets).

On our programme website and in the study documents, you will find all details on modules, structure and content. Additionally, five study plans of methodologically complementary courses (“tracks”) are given as a guide for you:

• Gravitation / Differential Geometry
• Dynamical Systems / Stochastics
• Stochastics / Condensed Matter
• Quantum Field Theory / Functional Analysis
• Field Theory / Dynamical Systems

Max Planck Institute for Mathematics in the Sciences

There are options for internships at:

• Max Planck Institute for Mathematics in the Sciences 
• Leibniz Institute of Surface Engineering 
• Helmholtz Centre for Environmental Research - UFZ 
• Helmholtz Centre Dresden Rossendorf (HZDR) Research Site Leipzig
• Leibniz Institute for Tropospheric Research

GENERAL QUALIFICATION for the study programme is proven by a first professionally recognised degree qualification or a qualification from a state or state-recognised university of cooperative education (German "Berufsakademie”). Further certificates have to be acknowledged by the responsible and officially recognised administration.

Our service for applicants holding an international degree provides a check for university admission to find out if you are qualified to study in Germany using your educational certificates. Information on important additional country-specific requirements is also given.

SUBJECT SPECIFIC REQUIREMENTS

• A Bachelor's degree in mathematics, physics or informatics at university level
• Alternatively, Bachelor's degrees of related subjects might be accepted, subject to approval by the aptitude commission, provided the following criteria are met:
  • 30 CP (ECTS) of basic mathematics with at least 20 ECTS covering algebra and analysis
  • 20 CP (ECTS) of knowledge in theoretical physics or equivalent subjects in terms of content

312.30 EUR

About 900 to 1,000 EUR per month

There are limited work opportunities within the department. The income from typical student jobs is capped at 603 EUR per month. Students might be employed for homework corrections, programming, specific laboratory work or tutorials.

https://www.uni-leipzig.de/en/studying/guidance-and-services/career-service

Student halls of residence run by the "Studentenwerk Leipzig" (https://www.studentenwerk-leipzig.de/en/housing/our-student-halls-residence), shared apartments, accommodation services and estate agencies