Andreas Schröder

collaborators

2 papers

math.NA2025

A Semismooth Newton Solver and its application to an $h p$ -FE Discretization in Elastoplasticity

Patrick Bammer, Lothar Banz, Miriam Schönauer +1

In this paper, we consider a class of systems of nonlinear equations, which arise in discretized mixed formulations of problems in solid mechanics by $h p$ -finite elements. We intro…

math.NA2023

An $h p$ -adaptive strategy based on locally predicted error reductions

Patrick Bammer, Andreas Schröder, Thomas P. Wihler

We introduce a new $h p$ -adaptive strategy for self-adjoint elliptic boundary value problems that does not rely on using classical a posteriori error estimators. Instead, our approa…

A Semismooth Newton Solver and its application to an hp-FE Discretization in Elastoplasticity

An hp-adaptive strategy based on locally predicted error reductions

A Semismooth Newton Solver and its application to an $h p$ -FE Discretization in Elastoplasticity

An $h p$ -adaptive strategy based on locally predicted error reductions