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and complexity theory, and in the chaotic dynamics of quantum many-body systems. Moreover, a breakthrough result in 2024 shows that random unitaries can often be constructed by short-depth quantum
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environment with an open culture, where you can be yourself and we pay attention to each other and to the world around us. Make the most of our bicycle budget, or join networks such as Young@EUR Opens
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. There are many challenges on the way – the family of pyrrolizidine alkaloids constitutes of >600 members of various complexity. And we also need the synthetic route to be practical, to be able to use synthesized
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over 600 known members. These compounds pose a significant risk to food safety, yet their full characterization remains a major analytical challenge due to their chemical complexity and natural
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at the Department. Contact Dr Eikemo for a description of the project: marie.eikemo@psykologi.uio.no Responsibilities Analyze complex datasets from experimental and clinical studies including longitudinal (correlated
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Leibniz Institute for Natural Product Research and Infection Biology - Hans Knöll Institute • | Jena, Th ringen | Germany | 2 days ago
developmental stages. Their interactions can take many forms, ranging from mutual symbiosis to parasitic interactions. How these complex, multi-organismic networks are regulated by microbial communication is
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degree / double degree programme Yes Description/content The statistical physics of complex systems is a very broad field ranging from the study of quantum phenomena to the conformational behaviour
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the development of scientific networks in an international environment of the Göttingen campus and beyond. GAUSS provides the organisational and regulatory umbrella for this programme. It was founded in 2005 by
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-processing crucial. However, video restoration and enhancement are complex due to information loss and the lack of ground truth data. This project addresses these issues innovatively. We propose using prior
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(Hamenstaedt), Complex Algebraic Geometry (Huybrechts), Global Analysis (Mueller), Topology (Barthel, Bottman, Ozornova, Schwede), Geometric Topology (Avramidi, Stadler), Representation Theory (Stroppel) and