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Scientific Computing focuses on research in programming paradigms, languages, compilers, and software and hardware infrastructures for scientific computing to support users in the process of solving
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Data Stewardship program. The Faculty of Earth Sciences, Geography and Astronomy (Fakultät für Geowissenschaften, Geographie und Astronomie / FGGA) is therefore looking for a highly motivated person (m/f
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are currently looking for PhD candidates for 5 different research topics. The position advertised here focuses on affordances of open science infrastructures. Data sharing is central to contemporary science. As
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quantitative information about the urban layer, such as the level of hillslope alterations, the quality of the wastewater, and rainfall runoff management. These aspects may change globally in different countries
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the philosophical clarification of the concept of religion, the relationship between religion and philosophy, philosophical reflection on possibilities for dialogue between different religions, and current questions
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for PhD candidates for 5 different research topics. The position advertised here focuses on legal frameworks vs. technological realities. As digital technologies evolve at an unprecedented pace, legal and
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of approximately 10 people from four different nationalities. Jointly, we investigate questions pertaining to strategic decision-making in organizations and related performance implications. We are particularly
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reconstitute complex biological systems across different scales. Candidates should have a proven track record in biology, biophysics, or computational science. Your research proposal should be original and
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are involved in research projects and scientific studies. You publish internationally and give lectures on different topics in Palaeontology. You apply for projects and raise third-party funds. You hold
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where multiple processes—like convection and diffusion—interact across vastly different scales. These differences give rise to small parameters in the equations and produce solutions with sharp gradients