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. The research carried out at the Faculty of Science is very diverse, ranging from mathematics, information science, astronomy, physics, chemistry and bio-pharmaceutical sciences to biology and environmental
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for (data-driven) mathematical modeling, as shown in your MSc report and/or publications. You have expertise in programming (Python or related). Keywords: Real-time monitoring, soil quality, surface water
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mechanics of the monolayers. Additional data obtained using plasma samples from Chronic Kidney Disease patient samples will be incorporated, to allow translation of the mathematical model to the (pre)clinical
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the complex neural systems underlying perceptual, motor and cognitive brain functions. We study these systems using experimental, computational and mathematical approaches. DCN currently consists
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No Department(s) Mathematics and Computer Science Reference number V32.7436 Job description Random spin systems from statistical mechanics have been successfully used to study critical behaviour at the interface
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complemented with statistical and mathematical modelling to arrive at a systems level description and understanding of complex biological systems and problems. For this reason, we are looking for a new, dynamic
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Since its foundation in 1614, the University of Groningen has established an international reputation as a dynamic and innovative university offering high-quality teaching and research. Its 34,000 students are encouraged to develop their individual talents through challenging study- and career...
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Location ESTEC, Noordwijk, Netherlands Description Within the LEO Services Group, the Missions and Projects Team is responsible for maintaining the on-orbit and ground-based ESA infrastructure of the International Space Station (ISS). The Operations System Engineer, will report to the LEO...
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experimental molecular biology laboratory. We believe that AI and Machine/Deep learning can be complemented with statistical and mathematical modelling to arrive at a systems level description and understanding
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-performance operations, reducing time intervals from minutes to seconds. You will develop mathematical models to optimally coordinate train trajectories at critical points in dense railway networks. In