68 phd-rehabilitation-engineering-computer-science Postdoctoral positions in Switzerland
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Materials science and technology are our passion. With our cutting-edge research, Empa's around 1,100 employees make essential contributions to the well-being of society for a future worth living
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Materials science and technology are our passion. With our cutting-edge research, Empa's around 1,100 employees make essential contributions to the well-being of society for a future worth living
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-of-the-art organoid technology to better understand human infections and foster antibiotic discovery. We conduct a wide range of assays including cellular and molecular microbiology, advanced microscopy, omics
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Materials science and technology are our passion. With our cutting-edge research, Empa's around 1,100 employees make essential contributions to the well-being of society for a future worth living
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other research activities of the research group Ecology. Your profile Applicants should hold a PhD degree in ecology, botany, biogeography, environmental science, computational biology or related fields
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international research community starting in October 2025. The ideal candidate possesses a PhD in materials science, physics, chemistry, electrical engineering, mechanical engineering or related fields. Prior
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fantastic infrastructure in a brand-new building, as well as state-of-the-art technology platforms for cutting-edge interdisciplinary research. The position is fully funded and salary is according
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organising a course and assisting with exam grading. - The anticipated start date is 1 September 2026, with some flexibility upon agreement. - A PhD in Mathematics (completed by the start date) is
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demonstrate the uni-directionality of their motion. This research is funded by the Multilateral Academic Projects (MAPS) program of the Swiss National Science Foundation, which supports interdisciplinary
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, Switzerland) is offering a 3-year postdoctoral position. Main duties and responsibilities This position is part of the Swiss National Science Foundation "Shuffle algebra techniques in representation theory