Aktuelle Themen aus der Numerik im WS 2024/2025

Veranstalter:
Prof. Bachmayr   ■   Prof. Berkels   ■   Prof. Grasedyck   ■   Prof. Grepl  ■   Prof. Herty  ■   Prof. Müller  ■   Prof. Reusken

Vorträge
Termin Ort/Zeit Vortragende(r) Thema
23.10.2024 R149/16:15 Prof. Reinhold Schneider (TU Berlin) Approximation by composition - Flow driven mappings
03.12.2024 R149/16:00 Dr. Igor Voulis (Uni Göttingen) On Embedded Trefftz discontinuous Galerkin methods
23.01.2025 R149/14:00 Tamme Claus (RWTH Aachen) Applying Adjoints Twice: Efficient Gradients for Inverse Modeling with Radiative Transfer in EPMA
30.01.2025 R149/14:00 Jonas Püschel (Uni Augsburg) An Energy-Adaptive Riemannian Conjugate Gradient Method for Eigenvector Problems of Kohn--Sham Type
11.03.2025 R149/14:30 Dr. Federico Vismara (Eindhoven University of Technology) Structure-Preserving Model Order Reduction and Data Assimilation for Hamiltonian Systems
30.04.2025 R149/14:00 Vitalii Aksenov (WIAS, Berlin) Accelerated fixed-point iteration on the Bures-Wasserstein manifold
22.05.2025 R149/14:00 tba tba

Vorträge in früheren Semestern:SoSe /2024  [ WS 2023/2024  [ SoSe 2023 ] [ WS 2022/2023 ] [ SoSe 2022 ] [ WS 2019/2020 ] [ SoSe 2019 ] [ WS 2018/2019 ] [ SoSe 2018 ] [ WS 2017/2018 ]

Informationen bei: Siegfried Müller ✉