15 systems-engineer-"https:" "https:" "https:" "https:" PhD positions at University of Antwerp
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Science is looking for a full-time (100%) doctoral scholarship holder in the field of low-latency wireless embedded systems. The research of this PhD position will be conducted within the IDLab-UAntwerp
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design of mechatronic systems. Position You will actively work on the preparation and defence of a PhD thesis in the field of mathematical modelling and optimal design of mechatronic systems. You will
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a Master’s degree in industrial science/applied engineering: chemistry (industrial engineer), Master's degree in engineering: chemistry or materials science (civil engineering), Master in chemistry or
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one of the 15 Doctoral Candidates in the NeXED Marie Skłodowska-Curie Actions (MSCA) Doctoral Network. For more information about NeXED, see https://www.nexed.eu . Your research will focus on the
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, policies, and learning processes of reinforcement learning agents understandable to humans, leading to improved transparency, trust, safety, and regulatory compliance in high-stakes decision-making systems
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Spain, Portugal, and south of France in Spring 2025, is a representative example of such crisis that disrupted telecommunications, transportation, and emergency response systems. The overarching project
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labelling affects nucleic acid amplification strategies, such as recombinase polymerase amplification, and singlet oxygen-based photoelectrochemical systems. By synthesizing different photosensitizers
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destination on time. In addition, the optimal use of hybrid propulsion systems (such as engines and batteries) and other energy consumers on board, such as cargo climate control and hotel loads, is taken into
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dynamics systems. Experience in the field of Optometry, Neuroscience and/or Structural Engineering is recommended. You have a good knowledge of English, both oral and written. Your research qualities
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of topics includes, for example, symplectic geometry, (non-)integrable Hamiltonian systems, Floer homology, analysis and applications of Dirac operators, symmetries of differential equations