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- Charles University
- Institute of Mathematics of the Czech Academy of Sciences
- Charles University in Prague, Faculty of Mathematics and Physics
- Charles University, Faculty of Mathematics and Physics
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- The Institute of Physics of the Academy of Science
- Univerzita Palackého v Olomouci
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least two of the following areas: mathematical control theory, abstract algebra, theory of dynamical systems, Ph.D. degree or equivalent (awarded or to be completed soon), Co-author of at least 3 papers
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. The Committee may invite selected candidates to give a lecture to the academic community of the Faculty. Qualifications The ideal candidate should have knowledge of scattering amplitudes in quantum field theory
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Foundation. Applications are invited from candidates who have a strong background in the mathematical theory of fluid dynamics. Excellent knowledge of PDEs and functional analysis, including the framework
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via an ionic or multivalent bond, whereas the interaction with other 2D layers is still solely due to the van der Waals interactions. You will be the link between experiment and theory and help
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postdoc position is available as part of the GAČR/NCN grant “Quantum Geometric Representation Theory and Noncommutative Fibrations/Kvantová geometrická teorie reprezentací a nekomutativní fibrace” at the
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Postdoctoral fellow at the Institute of Particle and Nuclear Physics in theoretical particle physics
theory, such as holography, is a big plus. Former foreign experience is expected. Expertise BSM particle theory, effective field theory (SMEFT), collider physics, dark matter searches Required Documents
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complexity, the theory of SAT solving, or related structural topics in TFNP. The successful applicant will be based at the Institute of Mathematics of the Czech Academy of Sciences, Prague. He/she is also
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in pro-environmental behaviour. The project builds on existential-phenomenological theories of emotion (Heidegger, Sartre, Kierkegaard, Tillich, Marcel and others), but the methodology of the project
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interactions. By application of optimal control theory, we have demonstrated a significant enhancement in the sensitivity of each magnetization transfer step within high dimensional experiments essential