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University of Utrecht, Department of Mathematics Position ID: UU -PHDW [#26727] Position Title: Position Type: Non tenure-track faculty Position Location: Utrecht, Utrecht, Netherlands 3584CD
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PhD Position in PDE and Mathematical Physics Faculty: Faculty of Science Department: Department of Mathematics Hours per week: 36 to 40 Application deadline: 20 July 2025 Apply now An
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PhD in Applied Mathematics – Data-Driven Model Reduction of Free-Surface Flow (V25.0118) « Back to the overview Job description We have a vacancy for a 4-year PhD student in Applied Mathematics
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We have a vacancy for a 4-year PhD student in Applied Mathematics within the project “HiWAVE - Natural hazard prediction with adaptive hierarchical wave models”, funded by the Dutch Research Council
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scientific trends and results, as input to the strategic planning of the Agency. The team entered the field of computer science and applied mathematics in 2004, performing research related to discrete
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. About the organisation The faculty of Electrical Engineering, Mathematics and Computer Science (EEMCS) uses mathematics, electronics and computer technology to contribute to the development of Information
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PhD position on Closed-loop testing for faster and better EM evaluation of complex high-tech systems
for DC02 at University of Twente, Netherlands. No second or third choice is required. Screening is part of the selection procedure. About the organisation The faculty of Electrical Engineering, Mathematics
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at the interface of applied mathematics and process optimization in the medical laboratory context. Your contributions will be to gain mathematical insights and ensure that these translate into real-world impact
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management related tasks will also be part of the candidate's responsibilities. Requirements Candidates are required to have a PhD degree in computer science, mathematics, electrical and electronic engineering
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. Your job In this PhD position, you will conduct idealised experiments with an atmospheric model (OpenIFS), using concepts from the mathematical field of periodically forced dynamical systems. You will