2 papers
math.NA2021
Analysis of algebraic flux correction for semi-discrete advection problems
Hennes Hajduk, Andreas Rupp, Dmitri Kuzmin
We present stability and error analysis for algebraic flux correction schemes based on monolithic convex limiting. For a continuous finite element discretization of the time-depend…
math.NA2020
Monolithic convex limiting in discontinuous Galerkin discretizations of hyperbolic conservation laws
Hennes Hajduk
In this work we present a framework for enforcing discrete maximum principles in discontinuous Galerkin (DG) discretizations. The developed schemes are applicable to scalar conserv…