54 computer-programmer-"https:"-"FEMTO-ST"-"Inserm" "https:" "https:" "https:" "ETH Zürich" positions
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23 Jan 2026 Job Information Organisation/Company ETH Zürich Research Field Computer science » Other Physics » Computational physics Physics » Other Researcher Profile Recognised Researcher (R2
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23 Jan 2026 Job Information Organisation/Company ETH Zürich Research Field Computer science » Computer architecture Computer science » Programming Computer science » Other Engineering » Biomedical
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23 Jan 2026 Job Information Organisation/Company ETH Zürich Research Field Environmental science » Earth science Researcher Profile Recognised Researcher (R2) Application Deadline 21 Apr 2026 - 21
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10 Jan 2026 Job Information Organisation/Company ETH Zürich Research Field Biological sciences » Biology Biological sciences » Other Physics » Biophysics Technology » Biotechnology Researcher
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11 Dec 2025 Job Information Organisation/Company ETH Zürich Research Field Architecture Engineering » Civil engineering Researcher Profile Leading Researcher (R4) Country Switzerland Application
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23 Jan 2026 Job Information Organisation/Company ETH Zürich Research Field Engineering » Other Environmental science » Ecology Environmental science » Other Technology » Environmental technology
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15 Jan 2026 Job Information Organisation/Company ETH Zürich Research Field Biological sciences » Other Chemistry » Other Environmental science » Earth science Physics » Chemical physics Physics
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23 Dec 2025 Job Information Organisation/Company ETH Zürich Research Field Architecture » Landscape architecture Architecture » Other History » Art history Researcher Profile Recognised Researcher
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23 Dec 2025 Job Information Organisation/Company ETH Zürich Research Field Engineering » Electrical engineering Environmental science » Earth science Physics » Other Researcher Profile First Stage
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: Molecular Thermodynamics Modeling for the Energy Transition The upcoming Molecular Engineering Thermodynamics (MET) Group at ETH Zürich is looking for a doctoral student to develop and improve computational