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postdoctoral position at the Division of Applied Mathematics and Statistics, Department of Mathematical Sciences. About us The Department of Mathematical Sciences is a joint department of the University
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requirements are mandatory: To qualify as a Doctoral student, you must have a Master's degree (masterexamen) of 120 credits or a Master’s degree (magisterexamen) of 60 credits* in computer science, mathematics
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on literature from mathematics, computer science, robotics, and game theory. Join a growing research group developing state-of-the-art algorithms for agentic decision making. About us The Department of
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) of 60 credits* Your Master’s degree must be in a relevant technical or scientific field (such as physics, metrology, engineering mathematics, complex systems) or in economics. Experience in programming
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Doctoral student, you must have a Master's degree (masterexamen) of 120 credits or a Master’s degree (magisterexamen) of 60 credits* in physics, mathematics, computer science, or an equivalent field You will
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requirements are mandatory: To qualify for the position of postdoc, you must hold a doctoral degree in computer science, mathematics, informatics or another relevant field, awarded no more than three years prior
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We are looking for one postdoctoral researcher to join a research project centred around the theme of controlling photochemical reactivity under confinement. Our group, the Grommet Research Group, is committed to fostering both your scientific and personal growth through training in research,...
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tolerancing, geometry assurance, dimensional accuracy, as well as a strong mathematical background. Industrial experience is highly valued. What you will do Work in research projects related to geometry
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, as well as a strong mathematical background. Industrial experience is highly valued. What you will do Work in research projects related to geometry assurance. Supervise master’s and/or PhD students
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. The main research problems include mathematical theory, algorithms, and machine learning (deep learning) for inverse problems in artificial intelligence, as well as application to medical problems. About the