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characteristic classes by global currents obtained from generalized Monge-Ampère type products. The project has connections to both commutative algebra and complex geometry. About the department of Mathematical
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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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in control of grid-connected converters and/or system stability. Strong analytical and mathematical skills, particularly within small-signal modelling and analysis. Documented laboratory experience
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