105 evolution "https:" "https:" "https:" "https:" "https:" "UCL" "UCL" "UCL" uni jobs at University of Vienna
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to make a meaningful impact? Doctoral School of Microbiology and Environmental Science - Doctoral Positions (STEM CALL 2026) Research Services and Career Development Job vacancy starting: | Working hours
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areas of demography from an international perspective and demonstrate excellence in formal demography and demographic methods. The Department of Demography (https://demografie.univie.ac.at
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PhD should be within the areas of expertice of the laboratory for Cognitive Research in Art History (https://crea.univie.ac.at/). Your future tasks: PhD thesis, preferably in the area of the FWF project
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an international community dedicated to studying all aspects of economics. Information about the Department of Economics can be found on the website at http://econ.univie.ac.at. Your future tasks: Active
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to make a meaningful impact? Vienna Doctoral School in Chemistry - Doctoral Positions (STEM CALL 2026) Research Services and Career Development Job vacancy starting: | Working hours: 30 | Classification
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, development studies, history or related social science and humanities disciplines and are you open to interdisciplinary research? We are looking for four PhD candidates to join the newly founded Research
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to make a meaningful impact? Vienna Doctoral School in Physics - Doctoral Positions (STEM CALL 2026) Research Services and Career Development Job vacancy starting: | Working hours: 30 | Classification CBA
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to make a meaningful impact? VDS of Pharmaceutical, Nutritional and Sport Sciences - Doctoral Positions (STEM CALL 2026) Research Services and Career Development Job vacancy starting: | Working hours: 30
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to make a meaningful impact? UniVie Doctoral School Computer Science DoCS - Doctoral Positions (STEM CALL 2026) Research Services and Career Development Job vacancy starting: | Working hours: 30
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group focus on the development and analysis of continuous and discrete models in connection with convex and nonconvex optimization problems and monotone inclusion systems. Our ideal candidate already has