Current Courses
Below is a list of the most recent lectures, seminars and practical labs offered by this institute.
Winter semester 2023/24
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Advanced Topics in Numerical Analysis Geometric Calculus in Shape Spaces and its Discretization
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Advanced Topics in Scientific Computing Optimality of AFEM
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Graduate Seminar on Efficient Simulation Parallel Algorithms for Adaptive Mesh Refinement
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Graduate Seminar on Numerical Analysis Space-time methods
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Graduate Seminar on Numerical Simulation Machine Learning for Operators
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Graduate Seminar on Numerical Simulation Mathematical Modeling of Infectious Diseases
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Graduate Seminar on Numerical Simulation Machine Learning methods for manifold embeddings
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Graduate Seminar on Scientific Computing Adaptive Finite Element Methods
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Numerical Algorithms Techniques for the Numerical Solution of PDEs
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Parallel-skalierbares Maschinelles Lernen Parallel-skalierbares Maschinelles Lernen
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Practical Lab Advanced Scientific Computing Efficient & User-friendly Parallel Implementation of Finite Difference Methods
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Practical Lab Numerical Simulation Programming Methods in Scientific Computing
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Practical Lab Numerical Simulation Abstract high-level finite element models with FEniCS(x)
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Programmierpraktikum Numerische Algorithmen Einführung in die Programmiermethoden des Wissenschaftlichen Rechnens
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Scalable Machine Learning Scalable Machine Learning
Summer semester 2023
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Advanced Topics in Numerical Analysis Finite Element Methods for Helmholtz and Maxwell equations
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Graduate Seminar on Efficient Simulation Parallel Algorithms for Adaptive Mesh Refinement
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Graduate Seminar on Numerical Analysis Elastic Plates and Shells
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Graduate Seminar on Scientific Computing Adaptive Finite Element Methods
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Oberseminar Numerische Simulation
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Practical Lab Numerical Algorithms Algorithms in Machine Learning and Their Application
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Selected Topics in Numerical Methods in Science and Technology Model Predictive Control and Reinforcement Learning
Winter semester 2022/23
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Advanced Topics in Scientific Computing Analytical and Numerical Homogenization
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Efficient & User-friendly Parallel Implementation of Finite Difference Methods Efficient & User-friendly Parallel Implementation of Finite Difference Methods
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Einführung in die Programmiermethoden des Wissenschaftlichen Rechnens Einführung in die Programmiermethoden des Wissenschaftlichen Rechnens
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Graduate Seminar on Efficient Simulation Hierarchical Matrices
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Graduate Seminar on Scientific Computing Adaptive Finite Element Methods
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Wissenschaftliches Rechnen / Scientific Computing I Numerik elliptischer Differentialgleichungen