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Operations Research and Business Informatics. You are experienced in variants of dual-resource-constrained problems and have published research in this field. You possess excellent knowledge of constraint
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the field of Operations Research. You have a Master’s degree in industrial engineering, information systems, business administration and/or economics, computer science or a related field. Experience
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Computer skills An interest in or knowledge of economics is desirable Excellent English skills (Cl) You are a team player with strong social/communication skills. What we offer: Inspiring working atmosphere
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skills in archaeological science or organic chemistry, high motivation and enjoyment of research. Excellent command of written and spoken English. You are expected to subscribe to the PhD program of
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53 Faculty of Earth Sciences, Geography and Astronomy Startdate: 01.10.2025 | Working hours: 30 | Collective bargaining agreement: §48 VwGr. B1 Grundstufe (praedoc) Limited until: 30.09.2029
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skills in archaeological science or organic chemistry, high motivation and enjoyment of research. Excellent command of written and spoken English. You are expected to subscribe to the PhD program of
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administration. This is part of your personality: Completed Master's degree or diploma, in the field chemistry, preferably with a focus on analytical chemistry and computer-aided chemistry or an equivalent
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from Theoretical Computer Science. Our research group is located jointly at the Faculty of Physics – as part of the Quantum Optics, Quantum Nanophysics, and Quantum Information Group – and at the Faculty
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The position: The advertised position covers key aspects of Jewish culture, literature, religion, and history across its entire geographical scope (Global Jewish Studies). A special focus lies on the history of Jewish persecution from the ancient period to the present day. The professorship...
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(full time, limited to a period of 5 years, to fill as soon as possible). The position: The successful candidate should have an outstanding research profile in the theory and applications of geometric partial differential equations. He*She will be integrated into the faculty’s key research area...