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Collaborative Research Centre TRR 181 "Energy Transfers in Atmosphere and Ocean" | Kiel, Schleswig Holstein | Germany | about 5 hours ago
are working together in the project to understand the energy transfers between the different dynamical regimes (small scale turbulence, internal gravity waves and geostrophically balanced motion) in both
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wants an equal environment where open dialogue between people with different perspectives lays the foundation for learning, creativity and development. The people working at the Department of Mathematics
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About the project Logics are prominent in creating understanding of different computation paradigms, and as frameworks for the theory of verification and databases. The area of descriptive
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types of OOD data, such as adversarial examples, near-OOD, and far-OOD. A challenge here is that, unlike for adversarial examples, we don’t have a mathematical framework (yet) for near-OOD and far-OOD
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Department: Department of Mathematics Regime Full-time Let’s shape the future - University of Antwerp The University of Antwerp is a dynamic, forward-thinking, European university. We offer
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is recognized for its long tradition in mathematical systems theory and its strength in linear/nonlinear systems analysis and control of complex networks. According to the Shanghai Academic Ranking
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17 May 2024 Job Information Organisation/Company Umeå universitet Department Umeå University, Faculty of Science and Technology Research Field Mathematics Researcher Profile First Stage Researcher
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Vacancies PhD position on algebraic techniques for risk analysis under uncertainty Key takeaways Do you want to do research on the intersection of mathematics and computer science, using algebra
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models, such as in the famous Susceptible-Infected-Removed models and the famous Lotka-Volterra model. Due to the use of ODE modelling, this work will have impact across many different mathematical fields
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equation. A wide variety of such structures exists, formulated through, for example, symmetry groups, differential geometry, or spectral theory. Discrete integrable systems are difference equations