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natural sciences (http://www.gauss.uni-goettingen.de ). The Faculty of Physics offers you a wide range of physical sub-fields such as the following: astrophysics biophysics geophysics materials physics
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from the various offers and activities. A list of potential PDS supervisors is available from https://www.uni-goettingen.de/en/577092.html (choose “Data Science” as the programme in the drop-down menu
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the Interdisciplinary Centre for Sustainable Development (IZNE). The doctoral students learn autonomous scientific work through participation in these international collaborative projects and centres. They also receive
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check our website for more information: https://www.uni-goettingen.de/de/635183.html PhD students with their own funding (e.g. DAAD) can join at any time. Tuition fees per semester in EUR None Combined
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of current state-of-the-art topics in computer science, to solve complex problems, to develop his/her own ideas and approaches to advance the chosen research topic and finally to contribute to the work of the
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the modules that are offered and specific regulations can be found in the catalogue of courses. http://www.uni-goettingen.de/en/670315.html Modules can be composed of various forms of teaching: lectures
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chemical evolution in the magma reservoir. The geochemical composition, isotopic tracers and the physical properties of the magmas are examined analytically and experimentally. They make it possible
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school every year. All courses are conducted in English. It is a particular strength of the Göttingen research landscape that method development and top-level biological research are traditionally linked
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of recommendation have been uploaded and submitted by your referees. Submit application to Online application portal Information and instructions: https://www.mps.mpg.de/phd/application Latest call for applications
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are processed through the online application portal: https://uni-goettingen.de/en/532016.html Language requirements Good proficiency in English and/or German is required. Applicants must provide proof