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Mathematics in Life SciencesProf. Dr. A. BockmayrThe "Mathematics in Life Sciences" group of Prof. Bockmayr is working on mathematical and computational methods for problems in structural and systems biology. read more...>> |
Computational ProteomicsDr. T. ConradProteomics is a relatively young discipline dealing with the complicated protein mixture in each part of the human or animal body. read more...>> |
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Computational StochasticsProf Dr. C. HartmannThe modelling of real-world processes from biology, physics or engineering often leads to high-dimensional differential equations with a huge range of spatial and temporal scales. Our research group develops computational methods for the analysis of such multiscale dynamical systems. read more...>> |
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Numerics of Partial Differential Equations in Numerical Fluid MechanicsProf. Dr. V. JohnThe group develops and studies numerical methods for problems from Computational Fluid Dynamics, in particular convection-dominate problems, turbulent flows, and population balance systems. read more...>> |
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Numerics of Partial Differential EquationsProf. Dr. R. KornhuberThe “Numerics of Partial Differential Equations” group develops fast and robust algorithms for linear and nonlinear, and in particular nonsmooth partial differential equations. read more...>> |
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Geophysical Fluid DynamicsProf. Dr. R. Klein
Climate Modeling: |
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Computational Molecular BiologyDr. F. NoeBiological macromolecules, such as proteins and nucleic acids, are the basic building blocks of life. Their dynamic motions and interactions are essential for all biological processes, including respiration, digestion and muscle motion. read more...>> |
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Discrete BiomathematicsProf. Dr. H. Siebert
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BiocomputingProf. Dr. C. SchütteThe biocomputing group develops mathematical methods for analyzing complex systems. The focus lies on molecular systems with biological function. read more...>> |
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Mathematische GeometrieverarbeitungProf. Dr. K. PolthierWe analyze digital geometric shapes and develop a broad spectrum of new mathematical concepts in discrete and continuous differential geometry, numerical optimization, and mathematical visualization. read more...>> |
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