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experience in the extraction of natural compounds from complex matrices knowledge of the isolation and structural elucidation of natural products experience in the statistical analysis of research results
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for improved understanding of structural and kinetic processes in electrolytes; and machine learning concepts for improved analysis of experimental and simulated data. Material Synthesis Within this research
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International Graduate School of Life Sciences (RIGeL) offers a well-structured PhD programme for young scientists in the field of Life Sciences. The PhD programme assures a high quality education. PhD students
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Environmental Physics 2. Solid State Physics Electron Microscopy Semiconductor Epitaxy Semiconductor Optics Surface Physics 3. Theoretical Physics Complex Systems Solid-State Theory Semiconductor Physics
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Description/content The PhD programme in Physics is part of the Georg-August University School of Science (GAUSS), which offers a structured doctoral education and promotes excellent research in mathematics and
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programme's objective is to investigate the complex interactions between host and pathogen as well as carry out basic research with the combined tools of immunology, cell biology and molecular biology. 20
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Analytics Software Engineering for Distributed Systems Telematics Theoretical Computer Science Optimal Transport Work on a scientific topic aims to enable the student to understand complex scientific work
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, large data sets for each individual patient are already routinely collected and systematically recorded. A further increase in complexity is expected in the coming years due to increasing use of molecular
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Max Planck Institute for Solid State Research • | Stuttgart, Baden W rttemberg | Germany | 19 days ago
Institute for Chemical Physics of Solids and Max Planck Institute for the Physics of Complex Systems in Dresden, Max Planck Institute of Microstructure Physics in Halle, Max Planck Institute for the Structure
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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