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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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Kaiyuan International Mathematical Sciences Institute Position ID: 3545 -RESEARCHER [#26224] Position Title: Position Location: Changsha, 湖南 410008, China [map ] Subject Area: mathematics
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Kaiyuan International Mathematical Sciences Institute Position ID: 3545 -RA [#26225] Position Title: Position Location: Changsha, 湖南 410008, China [map ] Subject Area: mathematics,statistics and
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numerical calculation skills and mathematical modelling skills Strong skills in solid state physics and quantum mechanics Experience in theoretical modelling and experimental investigation of optical devices
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they meet the following criteria: A first-class honours degree (or equivalent) in Engineering, Materials Science or Physics Excellent written and spoken communication skills in English Strong mathematical and
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welcomes applications from individuals with a master’s degree in the following fields: Computer Science Mathematics Natural or engineering sciences or an equivalent degree, interested in High-Performance
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equations into AI-based models to solve fluid sensing problems in a robust and efficient manner. Your role may include developing new optimization techniques, coding new algorithms, creating new mathematical
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technologists to push strategies into production What we're looking for PhDs graduating by Summer 2026 or postdocs in quantitative fields such as Mathematics, Physics, Statistics, Electrical Engineering, Computer
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Biology, Physics, Applied Mathematics, Computer Science, Bioengineering, Systems Biology or a related field. Proficiency in modelling using differential equations is required. Candidates must have
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Mathematics at the Faculty of Science, Forestry, and Technology invites applications for a Doctoral Researcher (PhD student) position in operator theory, complex analysis, and their applications to mathematical