In this paper the first dedicated study on high-order non-conservative numerical schemes for
hyperbolic moment models is presented. The implementation uses a new formulation that …

This thesis explores the ability of the discontinuous Galerkin (DG) method to numerically
solve the Boltzmann equation. Constructing numerical methods for this equation is a …

We propose a diagram notation for the derivation of hyperbolic moment models for the
Boltzmann equation that yields a better understanding of the resulting moment systems. So …

We introduce an active swarming model on the sphere which contains additional temporal
dynamics for the natural frequency, inspired from the recently introduced modified Kuramoto …

This paper continues to derive the globally hyperbolic moment model of arbitrary order for
the three-dimensional special relativistic Boltzmann equation with the Anderson-Witting …