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20 Apr 2024 Job Information Organisation/Company KTH Royal Institute of Technology Research Field Computer science » Other Mathematics » Mathematical analysis Mathematics » Statistics Researcher
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mathematics, statistics, data science or related disciplines or a foreign degree equivalent to a PhD degree in the above subjects. The degree needs to be obtained by the time of the decision of employment
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applicant is required to have a PhD degree or a foreign degree that is deemed equivalent in Computer Science, Mathematics, Statistics, or another subject of relevance for the project. Documented knowledge and
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for the recruiting process in connection with this position. *** Chalmers University of Technology conducts research and education in engineering sciences, architecture, technology-related mathematical
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research and education in engineering sciences, architecture, technology-related mathematical sciences, natural and nautical sciences, working in close collaboration with industry and society. The strategy
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. Our research focuses on the interactions between technology, society and nature. We use a systems perspective to perform interdisciplinary research including theory development, mathematical modeling
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engineering sciences, architecture, technology-related mathematical sciences, natural and nautical sciences, working in close collaboration with industry and society. The strategy for scientific excellence
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. For this position, a PhD in computer science, signal processing, applied mathematics, machine learning, biomedical engineering, or an equivalent degree in a related field is required. We require documented knowledge
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sciences, architecture, technology-related mathematical sciences, natural and nautical sciences, working in close collaboration with industry and society. The strategy for scientific excellence focuses
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, engineering mechanics, engineering physics, engineering mathematics, biomechanics, mechanical engineering, mechatronics, computer science with focus on human movement, robotics or biomedical engineering. This