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demonstrate small-scale liquid hydrogen aircraft ground operations at three European airports. You will develop mathematical and computational models for airport ground operations for hydrogen-powered aircraft
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approaches as a function of the object behaviour and changes in the environment, which should be later translated into the codes and databases. Formulate mathematical models for key radar parameters, feature
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behaviour and changes in the environment, which should be later translated into codes and databases. Formulate mathematical models for key radar parameters, feature extraction, and target identification
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sciences, physics, applied mathematics, engineering, remote sensing or a closely-related field. You must have demonstrated programming skills (preferably Python or Fortran). You are expected to work
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easily communicates with scientists from different disciplines. Applicants must Hold a Master’s degree, or approach its completion, in physics, mathematics, nanobiology, chemistry, or a closely related
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Internet. Immerse yourself in a dynamic, supportive research community. Requirements Specific Requirements Master’s degree in Computer Science, Mathematics, or related field. Quantum information and data
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scale-aware surface flux parameterizations through connections to ESA, KNMI and ECMWF. Requirements Specific Requirements Master's degree in Earth sciences, physics, applied mathematics, engineering
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cropx.org . Requirements Specific Requirements An MSc degree in systems and control, applied mathematics, electrical engineering, computer science, or related fields. Basic knowledge of control theory and/or
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5 Apr 2024 Job Information Organisation/Company Delft University of Technology (TU Delft) Research Field Technology Researcher Profile First Stage Researcher (R1) Country Netherlands Application Deadline 12 May 2024 - 21:59 (UTC) Type of Contract Temporary Job Status Not Applicable Hours Per...
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, Geophysics, Electrical Engineering, Mathematics, or related fields. Strong numerical and programming skills for forward and inverse problems are a must. Moreover, the candidate should be a good communicator