Friedrichs' systems (FS) are symmetric positive linear systems of first-...
In this work, we address parametric non-stationary fluid dynamics proble...
The (modern) arbitrary derivative (ADER) approach is a popular technique...
We propose a new paradigm for designing efficient p-adaptive arbitrary h...
The aim of this work is to present a model reduction technique in the
fr...
Modified Patankar (MP) schemes are conservative, linear implicit and
unc...
The Deferred Correction is an iterative procedure used to design numeric...
In this work we study various continuous finite element discretization f...
In this paper, we develop a fully discrete entropy preserving
ADER-Disco...
In the context of preserving stationary states, e.g. lake at rest and mo...
We focus on the numerical modelling of water waves by means of depth ave...
In this paper, we develop and present an arbitrary high order well-balan...
Testing the order of accuracy of (very) high order methods for shallow w...
Patankar-type schemes are linearly implicit time integration methods des...
In [1] is proposed a simplified DeC method, that, when combined with the...
We study continuous finite element dicretizations for one dimensional
hy...
Model order reduction (MOR) techniques have always struggled in compress...
In this paper, we demonstrate that the ADER approach as it is used inter...
In this paper, we demonstrate that the ADER approach as it is used inter...