26 fully-funded-phd-program-computer-science-eth Postdoctoral research jobs in Switzerland
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the results in form of patents or publications, as well as assist in the technology transfer Your profile We invite applications from candidates possessing: A PhD degree with substantial experience in Chemical
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probe tomography or scanning probe microscopy. Your profile You hold a PhD in Physics, Materials Science or similar. A high level of motivation to work in close collaboration with industry
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. Empa is a research institution of the ETH Domain. The nanotech@surfaces Laboratory is a multidisciplinary team of physicists and chemists working at the forefront of quantum materials and surface science
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. Empa is a research institution of the ETH Domain. The Center for X-ray Analytics develops X-ray methodologies for understanding materials structure in materials science. Our core activities is the
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their PhD in engineering, physics or material science. You are motivated and curious about AI/ML frameworks for monitoring and controlling materials processes. You are ready to discover the new horizons in
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-reviewed journals, and participating in international conferences. Your profile You are a highly motivated and dedicated candidate with a PhD in Engineering, Energy Systems, or a related field. You bring
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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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molecules in the gas phase. This interdisciplinary project is funded by Swiss National Science Foundation and the Swiss Agency for Innovation Promotion. It lies at the interface of fundamental research and
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- Institute of Mathematics School of Basic Sciences The Chair of Number Theory at the EPFL invites applications for a postdoc position. The first deadline is October 15th 2025. We seek outstanding candidates in
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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