Current Courses

Below is a list of the most recent lectures, seminars and practical labs offered by this institute.

Winter semester 2023/24

Advanced Topics in Numerical Analysis Geometric Calculus in Shape Spaces and its Discretization Lecture, module V5E5 — Prof. Rumpf.
Advanced Topics in Scientific Computing Optimality of AFEM Lecture, module V5E3 — Prof. Gedicke.
Algorithmische Mathematik I Lecture, module V1G5/MB06 — Prof. Verfürth.
Einführung in die Grundlagen der Numerik Lecture, module V2E1/MB10 — Prof. Neitzel.
Graduate Seminar on Efficient Simulation Parallel Algorithms for Adaptive Mesh Refinement Seminar, module S5E2 — Prof. Burstedde.
Graduate Seminar on Numerical Analysis Graduate seminar, module S5E1 — Prof. Neitzel.
Graduate Seminar on Numerical Analysis Space-time methods Seminar, module S5E1 — Prof. Gantner.
Graduate Seminar on Numerical Simulation Machine Learning for Operators Graduate seminar, module S4E2 — Prof. Griebel.
Graduate Seminar on Numerical Simulation Mathematical Modeling of Infectious Diseases Seminar, module S4E2 — Dr. Kühn.
Graduate Seminar on Numerical Simulation Machine Learning methods for manifold embeddings Seminar, module S4E2 — Prof. Rumpf.
Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Seminar, module S4E1 — Prof. Gedicke.
Hauptseminar Wissenschaftliches Rechnen Seminar, module S2E2 — Prof. Dölz.
Ingenieurmathematik I Lecture, module B41 — Dr. Kiesel.
Ingenieurmathematik III Lecture, module B43 — Prof. Rumpf, Dr. Lenz.
Numerical Algorithms Techniques for the Numerical Solution of PDEs Lecture, module V4E1 — Prof. Burstedde.
Parallel-skalierbares Maschinelles Lernen Parallel-skalierbares Maschinelles Lernen Practical Lab, module P2E1 — Dr. Rüttgers.
Practical Lab Advanced Scientific Computing Efficient & User-friendly Parallel Implementation of Finite Difference Methods Practical Lab, module P4E2 — Prof. Schweitzer.
Practical Lab Numerical Simulation Programming Methods in Scientific Computing Practical Lab, module P4E1 — Prof. Schweitzer.
Practical Lab Numerical Simulation Abstract high-level finite element models with FEniCS(x) Practical Lab, module P4E1 — Dr. Lenz.
Programmierpraktikum Numerische Algorithmen Einführung in die Programmiermethoden des Wissenschaftlichen Rechnens Practical Lab, module P2E1 — Prof. Schweitzer.
Scalable Machine Learning Scalable Machine Learning Practical Lab, module P4E1 — Dr. Rüttgers.
Wissenschaftliches Rechnen I / Scientific Computing I Lecture, module V3E1/F4E1 — Prof. Dölz.

Summer semester 2023

Advanced Topics in Numerical Analysis Finite Element Methods for Helmholtz and Maxwell equations Lecture, module V5E5 — Prof. Verfürth.
Advanced Topics in Numerical Methods in Science and Technology Lecture, module V5E1 — Prof. Neitzel.
Einführung in die Numerische Mathematik Lecture, module V2E2 — Prof. Dölz.
Graduate Seminar on Efficient Simulation Parallel Algorithms for Adaptive Mesh Refinement Seminar, module S5E2 — Prof. Burstedde.
Graduate Seminar on Numerical Analysis Elastic Plates and Shells Seminar, module S5E1 — Prof. Rumpf.
Graduate Seminar on Numerical Analysis Graduate seminar, module S5E1 — Prof. Neitzel.
Graduate Seminar on Numerical Simulation Graduate seminar, module S4E2 — Prof. Griebel.
Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Seminar, module S4E1 — Prof. Gedicke.
Hauptseminar Numerik Seminar, module S2E1 — Prof. Dölz.
Ingenieurmathematik II Lecture, module B42 — Dr. Lenz.
Numerical Simulation Lecture, module V4E2 — Prof. Gedicke.
Oberseminar Numerische Simulation Post-graduate seminar — Prof. Griebel.
Practical Lab Numerical Algorithms Algorithms in Machine Learning and Their Application Practical Lab, module P2E1/P4E1 — Prof. Garcke.
Selected Topics in Numerical Methods in Science and Technology Model Predictive Control and Reinforcement Learning Lecture, module V5E2 — Prof. Garcke.
Wissenschaftliches Rechnen II / Scientific Computing II Lecture, module V3E2 — Prof. Rumpf.

Winter semester 2022/23

Advanced Topics in Numerical Analysis Lecture, module V5E5 — Prof. Neitzel.
Advanced Topics in Scientific Computing Analytical and Numerical Homogenization Lecture, module V5E3 — Prof. Verfürth.
Efficient & User-friendly Parallel Implementation of Finite Difference Methods Efficient & User-friendly Parallel Implementation of Finite Difference Methods Practical Lab, module P4E1 — Prof. Schweitzer.
Einführung in die Grundlagen der Numerik Lecture, module V2E1 — Prof. Dölz.
Einführung in die Programmiermethoden des Wissenschaftlichen Rechnens Einführung in die Programmiermethoden des Wissenschaftlichen Rechnens Practical Lab, module P2E1 — Prof. Schweitzer.
Graduate Seminar on Efficient Simulation Hierarchical Matrices Seminar, module S5E2 — Prof. Dölz.
Graduate Seminar on Numerical Analysis Graduate seminar, module S5E1 — Prof. Neitzel.
Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Seminar, module S4E1 — Prof. Gedicke.
Hauptseminar Wissenschaftliches Rechnen Seminar, module S2E2 — Prof. Burstedde.
Ingenieurmathematik (Master) Lecture, module M21 — Dr. Lenz.
Ingenieurmathematik I Lecture, module B41 — Prof. Rumpf.
Ingenieurmathematik III Lecture, module B43 — Dr. Lenz.
Numerical Algorithms Lecture, module V4E1 — Prof. Gedicke.
Wissenschaftliches Rechnen / Scientific Computing I Numerik elliptischer Differentialgleichungen Lecture, module V3E1 — Prof. Burstedde.