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systems, it connects to nearly every area of modern mathematics and mathematical physics, including algebra, geometry, and number theory, classical and celestial mechanics, string theory, and cosmology
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Humboldt Universität zu Berlin / Leibniz Universität Hannover | Hannover, Niedersachsen | Germany | about 1 month ago
. Requirements Applicants must have completed a scientific university degree (Master's or Diploma) in Mathematics or Theoretical Physics. A focus in studies on Algebra, Geometry, or Number Theory is desirable
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Experiment , Astrophysics Theory , ATLAS , Atomic Molecular and Optical Physics , Atomic Physics , Atomic, Molecular, and Optical Physics , atomic-molecular-optical physics , Atomic/Molecular Physics
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analysis using Leslie-Ericksen theory for liquid crystal flow as well as theory for viscoelasticity of polymeric liquids. Both in the practical and simulation/theory work you will be guided and supported by
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. D. positions funded by the ERC (European Research Council) to work on the 'EFT-XYZ' (Effective Field Theories to understand and predict the Nature of the XYZ Exotic Hadrons) project-advanced-ERC-2023
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Application deadline: All year round Research theme: Control systems and theory, Applied Mathematics How to apply:uom.link/pgr-apply-2425 Number of positions: 1 Open to: UK This 3.5 year project is
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, classical ecological theories and methods to mathematically model species interactions networks and communities across spatial scales. As part of the project, the student will extend these methods and make
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, plays a central role in the study of new gauge theories that have the potential to address many of the STFC challenges in Frontier Physics, such as the origin of dark matter in the universe, and the
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candidate, who will contribute to the development and implementation of the theory, and to applications in secure compilation. Further details on the planned research are summarized in the technical part of
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into the expressiveness of structurally constrained control flows. This PhD project explores these questions through the lenses of programming languages, automata theory, and process algebra. Key responsibilities