A masters is earned after students complete an undergraduate degree program. To obtain a masters, you usually need to complete 12 to 18 college courses that often involve completing comprehensive tests and/or a thesis.
Advanced mathematics training can focus on the basic theories of quantum mechanics in which a single particle system is observed and analyzed in order to make predictions about experiment outcomes. Hydrodynamic stability can be another advanced subject covered in a mathematics program.
Germany is a great destination for international scholarsand has a high quality higher education system. The value of this level of education has been improved by the Germany's strong economy. Foreign students enjoy excellent living standards in a secure and safe surroundings. Berlin is the capital.
Lower Saxony is a state in Germany. It is the 4th most populated state in the country with over 8 million people. The state is divided in to 38 districts. It is home to some of the most renowned universities, colleges, and academies of higher learning.
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Better prepared for research and the economy! This research-oriented degree programme offers numerous options for individual specialisation. With excellent capacity for analytical thought, graduates of Göttingen have been in high demand in various areas of research and the economy for years. [+]
Master of Mathematics (M.Sc.)Extremely fit for research and the economy! This research-oriented degree programme offers numerous options for individual specialisation. With excellent capacity for analytical thought, graduates of Göttingen have been in high demand in various areas of research and the economy for years. This degree also allows students to pursue doctoral studies, for example in one of the interdisciplinary research training groups at the University of Göttingen. This degree programme takes place in an international and interdisciplinary atmosphere which characterises the reputation of Mathematics at Göttingen.The Master's programme goes beyond the objectives of the Bachelor's programme: Knowledge of the main mathematical disciplines, their interrelationships, handling current mathematical research literature, as well as the ability to scientifically process and depict mathematical problems.Succesful completion of the Master's programme qualifies graduates for:... [-]