Epure, Raul-Paul: Explicit and effective Mather–Yau correspondence in view of analytic gradings
Disputation, 13. November 2020, um 14:30 Uhr
Veranstaltungskalender Fachbereich Mathematik
Akademische Jahresfeier
... findet am 23.10.2020 erstmals als "hybride" Veranstaltung statt.
Nonnenmacher, Andreas: Operator Semigroups and Infinite Dimensional Analysis Applied to Problems from Mathematical Physics
Disputation, 2. Oktober 2020, um 11:00 Uhr
Corbin, Gregor: Numerical Methods for multi-scale cell migration models
Disputation, 28. September 2020, um 18.00 Uhr
Shamanskiy, Alexander: Mesh Deformation in the Context of Isogeometric Analysis
Disputation, 11. September 2020, um 14:00 Uhr
Kusch, Lisa: Robustness Measures and Optimization Strategies for Multi-Objective Robust Design
Disputation, 8. September 2020, um 11:00 Uhr
Gottschalk, Simon: A Differential Equation Based Framework for Deep Reinforcement Learning
Disputation, 27. August 2020, um 14:30 Uhr
Arioli, Clarissa: Isogeometric Analysis for Scaled Boundary Parametrizations
Disputation, 25. August 2020, um 10:00 Uhr
Sieber, Alexander: On the Complexity and Approximability of Optimization Problems with Minimum Quantity Constraints
Disputation, 18. August 2020, um 10:00 Uhr
Hambardzumyan, Hayk: Dynamic Hybrid Pension Products with Innovative Embedded Guarantee Structures and Optimal Portfolio Strategies
Disputation, 20. Juli 2020, um 13:30 Uhr
Wackerle, Stephan: Homogenization and Dimension Reduction of a Textile Shell and Minimization of Buckling with Microstructure-Optimization
Disputation, 6. Juli 2020, um 10:00 Uhr
PD Dr. Stephan Schmidt, Melanie Gräßer: Computation of Capillary Bridges via Shape Optimization Techniques
Online Talk within the Seminar Series on Scientific Computing.
Bender, Jens: Lagrangian-Lagrangian fluid-solid coupling in a generalized finite difference framework
Disputation, 29. Juni 2020, um 10:00 Uhr
Myles C. Morelli: Radial basis function mesh deformation for icing and rotorcraft simulations in SU2
Online Talk within the Seminar Series on Scientific Computing.
T. Dick: Development of a gradient smoothing method for shape optimization in SU2
Online Talk within the Seminar Series on Scientific Computing.
