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Study Programme

PhD Programme Mathematics in Industry and Commerce (MIC)

For 36 months, the PhD students will pursue their research supervised by a professor of the University of Kaiserslautern. In general, supervisor and student determine the topic of the PhD thesis in cooperation with a company, often via the...

PhD Programme Mathematics in Industry and Commerce (MIC)

Key facts

Location
The University of Kaiserslautern, founded in 1969, is still very young and focuses on natural and engineering sciences. About 12,000 students are currently enrolled in the university’s 12 departments. The facilities of the mathematics department meet high standards, especially the laboratories, libraries and computers; free access is provided to all students. Kaiserslautern (100,000 inhabitants) is located in the heart of the European Union, by the famous, recreational Palatinate Forest and close to the French border in the west. Frankfurt airport is a 90-minute train ride away. Kaiserslautern offers all the amenities of a modern city, including a rich and vivid culture and sports scene.
Course language
English
Target group
Mathematicians with interest in the application of theoretical results to real world problems

Course Focus

For 36 months, the PhD students will pursue their research supervised by a professor of the University of Kaiserslautern. In general, supervisor and student determine the topic of the PhD thesis in cooperation with a company, often via the “Fraunhofer-Institute for Industrial Mathematics” (ITWM). Participants of the MIC programme apply modern mathematical theories (partial differential equations, stochastics, singularity theory, etc.) to model technological, economic and ecological problems. Computer-oriented numerical methods (FEM, optimisation, statistics, etc.) are used to simulate processes and evaluate the models. Good programming skills are a must. Possible research areas are: Applied Mathematical Statistics Computer Algebra and Singularity Theory Differential Equations: Mathematical Modelling and Scientific Computing Geomathematics Mathematical Control Theory Optimisation Stochastic Control and Financial Mathematics

Target Group

Mathematicians with interest in the application of theoretical results to real world problems