321 computer-science-programming-languages-"the"-"FEMTO-ST-institute"-"U"-"O.P" positions in Switzerland
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, environment, society and health as well as health systems and interventions. The Department of Medical Parasitology and Infection Biology (MPI) investigates the biology and transmission of pathogens. Findings
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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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project teams and meet with everyone at eye level. The individuals we work with are from a diverse range of backgrounds and study disciplines, which is why we communicate in English. As the projects we
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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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specialising in science and technology. We are renowned for our excellent education, cutting-edge fundamental research and direct transfer of new knowledge into society. Over 30,000 people from more than 120
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) Languages: English (Knowledge of Spanish is a plus) Very good knowledge of data science and data processing with Python Passion for open-science Curious, motivated, and autonomous Optional: Knowledge of agent
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technologies promise to revolutionize multiple branches of science by solving problems that cannot be tackled by classical systems. While efficient and large-scale quantum computers are still far from being
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/ Quantum Optics , Atomic, Molecular, and Optical Physics , Cold Atoms and Molecules , Optomechanics , Quantum Optics and Quantum Science , Quantum Science + Quantum Information Science + Quantum Optics
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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