Research Training Group
Energy, Entropy, and Dissipative Dynamics
Funded by German Research
Foundation
(DFG)
Special Seminar: ATTN --> TUESDAY at 12:00 <-- ATTN
An application of rough paths theory to the study of the stochastic Landau-Lifschitz-Gilbert equation
Emanuela Gussetti (University of Bielefeld)
Tue, 31 Jan 2023
• 12:00-13:00h
• Pontdriesch 14-16, Room 008 (SeMath)
Weekly Seminar: monthly tea/coffee before :-)
The infinity-elastica problem on a Riemannian manifold
Ed Gallagher (University of Bath (UK))
Thu, 02 Feb 2023
• 10:00 monthly tea/coffee in 001; talk 10:30-11:30h in 008 (SeMath)
• Pontdriesch 14 // Bring own mug, please :-)
Weekly Seminar
Acoustic and gravity waves in the ocean: modelling towards early-warning systems
Juliette Dubois (Inria Paris (France))
Thu, 16 Feb 2023
• 10:30-11:30h
• Pontdriesch 14-16, Room 008 (SeMath)
Weekly Seminar
Stability and Convergence Analysis of the Fourier-Galerkin Spectral Method for the Boltzmann Equation
Kunlun Qi (University of Minnesota (U.S.A.))
Thu, 23 Feb 2023
• 10:30-11:30h
• Pontdriesch 14-16, Room 008 (SeMath)
Weekly Seminar
TBA
Riccardo Cristoferi (Radboud University (The Netherlands))
Thu, 06 Apr 2023
• 10:00 monthly tea time; talk 10:30-11:30h
• Pontdriesch 14-16, Room 008 (SeMath)
Past Events
Weekly Seminar (hybrid)
Sub-Shocks formation in the Shock Structure of Hyperbolic Systems with a Convex Extension with an application to a Binary Mixture of Gases
Tommaso Ruggeri (University of Bologna (Italy))
Thu, 26 Jan 2023
• 10:30-11:30h
• Pontdriesch 14-16, Room 008 (SeMath) + ONLINE (zoom link see below)
Ringvorlesung
Uncertainty Quantification of Hyperbolic Problems
Michael Herty (RWTH Aachen University)
Thu, 19 Jan 2023
• 10:30-12:00h
• Pontdriesch 14-16, Room 008 (SeMath)
Ringvorlesung
EDDy Introduction to Mathematica
Manuel Torrilhon (RWTH Aachen University)
Thu, 12 Jan 2023
• 10:30-12:00h
• ONLINE (zoom link see below)
Weekly Seminar
Numerical and data-based methods for networked scalar conservation laws
Niklas Kolbe (RWTH Aachen University)
Thu, 15 Dec 2022
• 10:30-11:30h
• Pontdriesch 14-16, Room 008 (SeMath)
Ringvorlesung
Space-time adaptive numerical methods
Markus Bachmayr (RWTH Aachen University)
Thu, 08 Dec 2022
• 10:00 monthly tea time in Room 001; lecture 10:30-12:00h in 008 (SeMath)
• Pontdriesch 14 / @ Those who work nearby: Bring your own mug, please :-)
Jobs
Doctoral Positions
There is currently one open doctoral position and one open postdoctoral position in mathematics.
No. 2023.02
Vector Field Models for Nematic Disclinations
A. Acharya, I. Fonseca, L. Ganedi, and K. Stinson
Subject: Analysis of PDEs, materials science
No. 2023.01
Homogenization and Phase Separation with Fixed Wells -- The Supercritical Case
R. Cristoferi, I. Fonseca, and L. Ganedi
Subject: Homogenization, phase separation, Gamma-expansion
No. 2022.13
Data-Driven Models for Traffic Flow at Junctions
M. Herty and N. Kolbe
Subject: Macroscopic traffic flow models, coupling conditions, hyperbolic conservation laws
No. 2022.12
Exact and Numerical Solutions of the Riemann Problem for a Conservative Model of Compressible Two-Phase Flows
F. Thein, E. Romenski, and M. Dumbser
Subject: Conservative model of compressible two fluid flow, thermodynamically compatible hyperbolic systems, exact solution of the Riemann problem, resonance for non-strictly hyperbolic systems, finite volume schemes, comparison with the Baer-Nunziato model
No. 2022.11
Explicit-Implicit Domain Splitting for Two Phase Flows with Phase Transition
S. May and F. Thein
Subject: Numerical analysis, fluid dynamics
No. 2022.10
Central schemes for networked scalar conservation laws
M. Herty, N. Kolbe, and S. Müller
Subject: Coupled conservation laws, finite-volume schemes, coupling conditions
No. 2022.09
An adaptive consensus based method for multi-objective optimization with uniform Pareto front approximation
G. Borghi, M. Herty, and L. Pareschi
Subject: Stochastic particle methods, consensus-based optimization, multi-objective optimization, gradient-free methods, mean-field limit
No. 2022.08
Stabilization of a Multi-Dimensional System of Hyperbolic Balance Laws
M. Herty and F. Thein
Subject: Optimization and control, analysis of PDEs
No. 2022.07
A unique continuation theorem for exterior differential forms on Riemannian manifolds with boundary
W. Gerner
Subject: Strong unique continuation, Beltrami fields, curl operator, harmonic forms, nodal sets