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. Empa is a research institution of the ETH Domain. The Coating Technologies Group in Empa's Laboratory for Surface Science & Coating Technologies develops next-generation functional thin films through
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and Circularity to strengthen its activities in sustainable photovoltaic technologies. The successful candidate will work at the interface between scientific research, technology development, project
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for a postdoctoral fellow to join our team to work on a new SNSF-funded project on Managing a Just Transition to Net Zero. This project aims (1) to measure economic/job vulnerabilities to the clean energy
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, histology and microscopy, protein methods, and bioinformatics, and very likely work with immune-humanized mice. A description of our recent work on this topic can be found in our publication PMID: 41534531
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worth living. Empa is a research institution of the ETH Domain. The Coating Technologies Group in Empa's Laboratory for Surface Science & Coating Technologies develops next-generation functional thin
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to advance knowledge in the following domains: Formal verification and interactive theorem proving (Rocq, Lean) Secure and high-performance computer systems, including ML infrastructure We seek outstanding
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enhancement of near-infrared (NIR)-emitting organic light-emitting devices (OLEDs) and to advance the understanding and performance of next-generation NIR optoelectronic devices.You will become part of a strong
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enhancement of near-infrared (NIR)-emitting organic light-emitting devices (OLEDs) and to advance the understanding and performance of next-generation NIR optoelectronic devices.You will become part of a strong
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an outstanding postdoctoral researcher to develop next-generation MEMS probes and instrumentation for cryogenic scanning probe microscopy (SPM) and quantum measurements. The position is part of a recently funded
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present your work internationally. You are the ideal candidate if You hold a PhD in mathematics, computer science or a related field You have a strong background in formal verification with Lean You have