A hybrid mixed variational formulation and discretization for the linear transport equation
N. Beranek
Ulm University
AI-enhanced integrators for lifetime analysis of wind turbines
A. Othmane, K. Flaßkamp
Saarland University
Approximation of Stochastic Evolution Equations
K. Klioba
Hamburg University of Technology
Challenges in the Simulation of Rotating Electric Motors using Isogemetric Analysis
M. Merkel, S. Schöps
TU Darmstadt
Constitutive modeling of human brain tissue
N. Reiter, L. Bräuer, F. Paulsen, S. Budday
FAU Erlangen-Nürnberg
Coupled multiscale bone modeling
M. Blaszczyk
Ruhr University Bochum
Curvature-driven pattern formation in Biomembranes
J. Ginster, A. Pešić, B. Zwicknagl
Humboldt-Universität zu Berlin
Dynamical Systems as a Machine Learning Framework
M. Stender
TU Berlin
MESHFREE Simulations with the Generalized Finite Difference Method
F. Castelli
Fraunhofer ITWM
Novel geometric integrators for multibody systems
P. L. Kinon, P. Betsch
Karlsruhe Institute of Technology
Performance guarantees meet data-driven control
L. Lanza
TU Ilmenau
Phase-Morphology-Based Homogenization
V. von Oertzen
TU Bergakademie Freiberg
Quantum computing through the lens of control
J. Berberich
University of Stuttgart
Strong simulations for strong magnets: The effects of defects
M. Reichel, J. Schröder
University of Duisburg-Essen
Time-separated stochastic mechanics
H. Geisler1,2, P. Junker1,2
1Leibniz University Hannover; 2IRTG 2657Computational Mechanics Techniques in High Dimensions
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