NumHyp25: Numerical Methods for Hyperbolic Problems, Darmstadt, Germany, 9th to 13th June 2025

https://numhyp25.sciencesconf.org/

NumHyp is a conference aiming to promote exchange between mathematicians from different countries in Europe on issues related to recent developments and new directions in the field of numerical methods for hyperbolic partial differential equations. These equations appear in a large number of models in science and engineering. Some of the best known examples are the compressible Euler and Navier-Stokes equations, shallow water equations, magnetohydrodynamic equations, multiphase fluid models, hyperbolic formulations of continuum mechanics, and even general relativity. Examples of application areas include aerodynamics, oceanography, plasma physics, solid mechanics or computational astrophysics.

Main topics of the NumHyp25 include:

High-order methods

Uncertainty Quantification

Measure-valued/statistical solutions

Stochastic models

Multiscale models, Kinetic equations

Asymptotic preserving methods

Well-balanced methods

Applications: geophysics, atmospheric flows, astrophysics, etc.

EDUARDO ABREU presentation starts monday, 09th June, at 12:00am:

Fully-discrete and semi-discrete Lagrangian-Eulerian formulations for hyperbolic systems of conservation laws in three-space dimensions on structured cubical and tetrahedral meshes

ABSTRACT: https://numhyp25.sciencesconf.org/data/program/1.pdf