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University of Greifswald, Institute for Physics, Theory of Soft Active Matter Position ID: University of Greifswald -Institute for Physics, Theory of Soft Active Matter -POSTDOC [#30272, 25/B17
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algebras, quantum affine algebras, algebraic Lie Theory, number theoretical aspects of representation theory, structure theory of Kac-Moody algebras, geometric/combinatorial representation theory, quiver
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QCD, phenomenology of XYZ, higher order perturbative calculations inside effective field theories. The particle and nuclear theory group at the TUM School of Natural science is lead by Prof. N
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Max Planck Institute for the Structure and Dynamics of Matter, Hamburg | Hamburg, Hamburg | Germany | about 1 month ago
-Bahrenfeld and investigates non-equilibrium quantum phenomena down to elementary timescales. The theory department of A. Rubio is specialized on the ab-initio description of (quantized) light-matter
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(Position number: 16-2025 Postdoc Economics) The position is funded for 24 months. An extension is possible, conditional on available project funding. Remuneration is in accordance with the German public
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, complex geometry, arithmetic geometry, algebraic number theory, global analysis, algebraic topology. We have a large group of PhD students, postdocs and visitors here at Essen, and have many joint
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a methodological focus on applied microeconomic theory, numerical simulations or empirical methods Good understanding of one or more of the following topics: electricity markets, industry
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theory and practice; research experiences in living labs will be an advantage Knowledge of systemic agroecology and agroecological transformation processes Experience in qualitative research methods
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Max Planck Institute for the Study of Crime, Security and Law, Freiburg | Freiburg im Breisgau, Baden W rttemberg | Germany | 3 months ago
of life and international flair. Your profile The candidates have research interests in the areas of public security law, fundamental aspects of public law, or legal philosophy and legal theory. Your
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communication system are modeled using information theory. We wish to investigate how interleaving can reduce the overhead and computational load due to coding coefficients required in classical linear random