102 evolution "https:" "https:" "https:" "https:" "https:" "UCL" uni jobs at University of Vienna
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research areas, please visit https://isor.univie.ac.at/research/ . Ideally, your research interests should match or overlap with those of an existing working group at the institute. Your future tasks: You
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established research platform “Trustworthy Science Communication” and in the FWF-funded FutureFoodS project “FOOD-FRAMES” is possible. For more information: https://gesundheit-psy.univie.ac.at/ . The group
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philosophy of science, as well as ethics and philosophy of action. Further information can be found here: https://www.univie.ac.at/en/news/new-professorships/details/kraus-katharina https
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topics in philosophy of mind, epistemology, and philosophy of science, as well as ethics and philosophy of action. Further information can be found here: https://www.univie.ac.at/en/news/new-professorships
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(https://haitrans.univie.ac.at/ ) based in the University of Vienna Centre for Translation Studies. HAITrans investigates the behavioural and cognitive effects which technologies such as machine
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groups. We apply a range of statistical methods to existing datasets or to data collected by own field observations and experiments. In addition, we have a focus on the development and application
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areas of work here: https://lit-ktf.univie.ac.at Your future tasks: You will actively participate in research, teaching and administration, which means: • Preparation of a dissertation at our Department
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at the institute. The topic of your doctoral thesis should fall within the scope of the research area historical dimensions of everyday cultures. https://euroethnologie.univie.ac.at/en/department/staff/reseachers
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in the field of Discrete mathematics. You can find more information about our research area and our team on our website: https://mathematik.univie.ac.at/en/research/arithmetics-algebra-and-discrete
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. The employment duration is six years from the start date. For more information about our research focus and team, please visit our homepage: https://mathematik.univie.ac.at/forschung/biomathematik-dynamische