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27 Mar 2024 Job Information Organisation/Company Austrian Academy of Sciences, The Human Resource Department Research Field Mathematics » Applied mathematics Researcher Profile First Stage
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: geometric PDEs, PDEs on surfaces, finite element methods, numerical analysis and mathematical biology. Amount Fully-paid tuition fees for three and a half years at the home fee status. A tax-free bursary for
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Science, Mathematics or a related discipline before starting the position. Expected qualifications include mathematical maturity, and familiarity with algorithms and discrete mathematics. Prior knowledge
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) in Chemistry or Mathematics or a related subject. A MChem/MSc-4-year integrated Masters, a BSc + MSc or a BSc with substantial research experience will be highly advantageous. Experience in computer
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performance evaluation on quantum-computer simulators and early fault-tolerant hardware prototypes. Basic requirements: A master's (or master-equivalent) degree in Mathematics, Computer Science or Applied
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Karlsruher Institut für Technologie (KIT) | Karlsruhe, Baden W rttemberg | Germany | about 17 hours ago
27 Mar 2024 Job Information Organisation/Company Karlsruher Institut für Technologie (KIT) Research Field All Researcher Profile First Stage Researcher (R1) Country Germany Application Deadline 26 Apr 2024 - 21:59 (UTC) Type of Contract To be defined Job Status Other Offer Starting Date 26 Mar...
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27 Mar 2024 Job Information Organisation/Company Ghent University Research Field Biological sciences » Other Computer science » Programming Computer science » Other Mathematics » Applied mathematics
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. The position comes with a light teaching duty. The candidate will become a member of the Probability and Statistics Group of the Mathematics Department and will work under the supervision of Serte Donderwinkel
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Probability and Statistics Group of the Mathematics Department and will work under the supervision of Serte Donderwinkel. Organisation Founded in 1614, the University of Groningen enjoys an international
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consideration of your academic merit and research background. To be successful within this role, you will be able to understand and work through complex mathematical/physics problems, have familiarity or interest