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interest in complex data analysis. Additionally, for Position #2 – modelling, you also possess: An MSc degree in computational biology or applied mathematics with an interest in biological systems Or: An MSc
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» Mechanical engineering Mathematics » Applied mathematics Physics » Computational physics Physics » Other Researcher Profile First Stage Researcher (R1) Country Netherlands Application Deadline 6 Dec 2025 - 22
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apply. Your application will receive fair consideration. Challenge. Change. Impact! Faculty of Electrical Engineering, Mathematics and Computer Science The Faculty of Electrical Engineering, Mathematics
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Job description The TU Delft’s Faculty of Electrical Engineering, Mathematics, and Computer Science (EEMCS), invites applications for a fully funded PhD position. This exciting project aims
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For more information about the position, please contact Dr. Ilse Voskamp, assistant professor, email: ilse.voskamp@wur.nl. Questions about the procedure? Get in touch with Jessa Rozema, Corporate Recruiter, via jessa.rozema-stol@wur.nl Ready to apply? Click on the application button next to the...
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across scales, combining multiple fields including physics, mathematics, astronomy, history & philosophy of science, and social science. Its approach to societal engagement throughout the project’s 5-year
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research in the field of quantum computing; have strong analytical and mathematical skills; program research-level software; take part in ongoing educational activities, such as assisting in courses and
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oriented towards the development of a domain-specific design automation framework for cryptographic hardware. Your work will focus on identifying the mathematical knowledge and properties to guide hardware
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application will receive fair consideration. Challenge. Change. Impact! Faculty of Electrical Engineering, Mathematics and Computer Science The Faculty of Electrical Engineering, Mathematics and Computer
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work will focus on identifying the mathematical knowledge and properties to guide hardware optimizations tailored to different environments. The optimizations range from algebraic optimizations (e.g