09:00
10:00
11:00
12:00
13:00
14:00
15:00
16:00
17:00
›9:00 (1h)
9:00 - 10:00 (1h)
Martin Parisot
On the projected hyperbolic models
https://numhyp25.sciencesconf.org/data/program/NumHyp25_Parisot.pdf›10:00 (25min)
10:00 - 10:25 (25min)
Changsheng Yu
Maximal dissipative measure-valued solutions and oscillatory approximations for the Euler system
›10:25 (25min)
10:25 - 10:50 (25min)
Thomas Izgin
A Lax-Wendroff Theorem for Patankar-Type Methods
›10:50 (25min)
10:50 - 11:15 (25min)
Coffee break
›11:15 (25min)
11:15 - 11:40 (25min)
Sandra May
Error Estimate for DoD Stabilization for 2D Linear Advection
›11:40 (25min)
11:40 - 12:05 (25min)
Aleksey Sikstel
A posteriori error estimates for high order approximations of hyperbolic conservation laws
›12:05 (25min)
12:05 - 12:30 (25min)
Irene Gómez-Bueno
POD reduction for finite volume schemes applied to nonlinear hyperbolic PDE systems
›12:30 (1h30)
12:30 - 14:00 (1h30)
Lunch
›14:00 (1h)
Elena Gaburro
High order schemes on Voronoi-like tessellations: space-time control volumes around topology changes and multidimensional Riemann solvers
High order schemes on Voronoi-like tessellations: space-time control volumes around topology changes and multidimensional Riemann solvers
14:00 - 15:00 (1h)
Elena Gaburro
High order schemes on Voronoi-like tessellations: space-time control volumes around topology changes and multidimensional Riemann solvers
›15:00 (25min)
15:00 - 15:25 (25min)
Celia Caballero-Cárdenas
A semi-implicit exactly fully well-balanced relaxation scheme for the Shallow Water Linearized Moment Equations
›15:25 (25min)
15:25 - 15:50 (25min)
Raimund Bürger
An entropy stable and well-balanced scheme for an augmented blood flow model with variable geometrical and mechanical properties
›15:50 (30min)
15:50 - 16:20 (30min)
Coffee break
›16:20 (25min)
16:20 - 16:45 (25min)
Michael Dumbser
On well-balanced finite difference, finite volume and discontinuous Galerkin schemes for the Einstein-Euler system of general relativity
›16:45 (25min)
16:45 - 17:10 (25min)
Yongle Liu
A well-balanced PAMPA method for shallow water equations with temperature gradients on unstructured triangular meshes
›17:10 (25min)
17:10 - 17:35 (25min)
Manuel J. Castro Diaz
Discrete Entropy Inequalities, Well-balanced, Robustness and Artificial Viscosity methods
