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. Contact: Prof. Dr. Barbara Wohlmuth Email: Postal Mail: Boltzmannstrasse 3 85748 Garching Web Page: https://www.math.cit.tum.de/math/forschung/gruppen/numerical-analysis/ https://www.spp2311.de/research
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academic and professional qualifications Proven research experience in the field of modelling and analysis of biological networks Solid foundation in mathematics and algorithmic design Strong programming
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Kleitz at the University of Vienna mainly focusses on the development of nanoporous materials, their characterization, and their applications in numerous fields, such as catalysis, adsorption, bio- and
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field (or lab) experiments or collect observational data in the above mentioned disciplines. The candidate will develop and apply advanced data processing, signal analysis and numerical or conceptual
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. The objective of the research is to use an integrated approach combining numerical and analytical techniques, simulations and analysis of available experimental data to study and provide efficient
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propagation problems, stochastic partial differential equations, geometric numerical integration, optimization, biomathematics, biostatistics, spatial modeling, Bayesian inference, high-dimensional data, large
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biochemical approaches as well as cutting edge approaches such as DNA fiber analysis, mass spectrometry, and iPOND. The Bhaduri lab provides a highly supportive environment with ample opportunity
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The Applied Mathematics and Plasma Physics (T-5) group within T-Division conducts research across a wide variety of topics including fusion science, space plasmas, numerical analysis, computational imaging
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engineering, and have a strong background in numerical analysis and scientific computing. Required qualifications include basic knowledge of numerical methods for PDEs, expertise in High Performance Computing
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.” The successful candidate will provide crucial numerical modeling support for the NSF-funded MOTIVE (Mixing belOw Tropical Instability waVEs) project, a large national collaboration of observational scientists