15 fully-funded-phd-program-computer-science-eth PhD positions at University of Göttingen • in Germany
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Programme in Agricultural Science (PAG) is designed to provide PhD candidates with specialised professional training in one of the following eight majors: Agricultural Economics and Rural Sociology, Agronomy
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funding opportunities within the university PhD students in the programme are typically employed on a work contract, with remuneration at a level adequate to fully cover the costs of living. Please navigate
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No Joint degree / double degree programme No Description/content The PhD programme in Computer Science (PCS) at the University of Göttingen is a high-quality PhD education programme offered by
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details on our website. Tuition fees per semester in EUR None Combined Master's degree / PhD programme No Joint degree / double degree programme No Description/content The IMPRS for Genome Science programme
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programmes: any time Application deadline Application is possible independent of deadlines. Tuition fees per semester in EUR None Combined Master's degree / PhD programme No Joint degree / double degree
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Tropical Silviculture and Forest Ecology Ecosystem Modelling Wildlife Management Biodiversity, Macroecology and Biogeography Landscape Resilience Course organisation The PhD programme in Forest Sciences and
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Degree PhD Course location Göttingen Teaching language English Languages English (100%) Programme duration 6 semesters Beginning Only for doctoral programmes: any time Application deadline Please
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Master's degree / PhD programme No Joint degree / double degree programme No Description/content Environmental informatics is understood to be an integrated subject consisting of bio-, eco- and
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in EUR None Combined Master's degree / PhD programme No Joint degree / double degree programme No Description/content The Faculty of Chemistry is a member of the graduate school "Georg-August
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Description/content The PhD programme in Physics is part of the Georg-August University School of Science (GAUSS), which offers a structured doctoral education and promotes excellent research in mathematics and