165 programming-"https:"-"FEMTO-ST"-"UCL" "https:" "https:" "https:" "https:" "https:" "Dr" "P" positions at University of Vienna
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collaborate in research and teaching as part of Prof. Dr. Judith Frömmer’s team. Our research focuses on French and Italian literature and media studies, with a historical emphasis on the Early Modern Period
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VwGr. B1 Grundstufe (praedoc) Limited contract until: 14.03.2026 Job ID: 4318 The Doctoral School Computer Science DoCS (https://docs.univie.ac.at ) founded in 2020 offers a structured doctoral programme
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of Economics can be found on the website at http://econ.univie.ac.at. Your future tasks: Active participation in research, teaching & administration, which means: You build up an independent research profile in
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and German (spoken and written) Good programming skills, preferably in Python Strong ability to work in teams Perseverance and ability to get things done A high motivation and commitment to excel in
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VwGr. B1 Grundstufe (praedoc) Limited contract until: 31.03.2026 Job ID: 4319 The Doctoral School Computer Science DoCS (https://docs.univie.ac.at ) founded in 2020 offers a structured doctoral programme
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on the website at http://econ.univie.ac.at. Your future tasks: Active participation in research, teaching & administration, which means: You build up an independent research profile in the field of Macroeconomics
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lit. b (postdoc) Limited contract until: Job ID: 4809 The González research group (https://theochem.univie.ac.at/ ) at the Institute of Theoretical Chemistry aims at understanding chemical phenomena
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the project: https://www.anthrofuture.com . The employment duration is 3 years (36 months). Initially limited to 1.5 years, the employment relationship is automatically extended to 3 years
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for the detection of misinformation including AI methods and their application, user interface, and feedback systems, various programming languages (Java, C, C++, C#, Python, JavaScript), technologies in the area of
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the field of Calculus of variations and partial differential equations. More information about our research area and about our team can be found on our homepage at: https://appliedmath.univie.ac.at/. As a