Add to ORKGthis article we develop an adaptive finite element method for optimal control problems governed by elliptic partial differential equations. The main goal is the derivation of a posterior
Belenki L, Diening L, Kreuzer C. Optimality of an adaptive finite element method for the $p$-Laplaci...
AbstractWe present a general method for error control and mesh adaptivity in Galerkin finite element...
In the recent past the adaptive finite element method has proved to be successfully applicable for t...
We develop a new approach towards error control and adaptivity for finite element discretizations in...
In this thesis we study the numerical solution of optimal control problems. The problems considered ...
Distributed optimal control problems, Mixed control-state constraints, Adaptive finite elements, Pos...
We present a new approach to error control and mesh adaptivity in the numerical solution of optimal ...
In this work, we present a brief review on recent developments on adaptive finite element method for...
In this work, we derived and numerically tested a posteriori error indicators of residual type for t...
The mathematical formulation for a quadratic optimal control problem governed by a linear quasiparab...
In this paper, sharp a posteriori error estimators are derived for a class of distributed elliptic o...
This thesis is concerned with the analysis and design of adaptive finite element methods for a varie...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/6...
An adaptive finite element method is developed for a class of optimal control problems with ellipti...
Abstract. In this paper, sharp a posteriori error estimators are derived for a class of distributed ...
Belenki L, Diening L, Kreuzer C. Optimality of an adaptive finite element method for the $p$-Laplaci...
AbstractWe present a general method for error control and mesh adaptivity in Galerkin finite element...
In the recent past the adaptive finite element method has proved to be successfully applicable for t...
We develop a new approach towards error control and adaptivity for finite element discretizations in...
In this thesis we study the numerical solution of optimal control problems. The problems considered ...
Distributed optimal control problems, Mixed control-state constraints, Adaptive finite elements, Pos...
We present a new approach to error control and mesh adaptivity in the numerical solution of optimal ...
In this work, we present a brief review on recent developments on adaptive finite element method for...
In this work, we derived and numerically tested a posteriori error indicators of residual type for t...
The mathematical formulation for a quadratic optimal control problem governed by a linear quasiparab...
In this paper, sharp a posteriori error estimators are derived for a class of distributed elliptic o...
This thesis is concerned with the analysis and design of adaptive finite element methods for a varie...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/6...
An adaptive finite element method is developed for a class of optimal control problems with ellipti...
Abstract. In this paper, sharp a posteriori error estimators are derived for a class of distributed ...
Belenki L, Diening L, Kreuzer C. Optimality of an adaptive finite element method for the $p$-Laplaci...
AbstractWe present a general method for error control and mesh adaptivity in Galerkin finite element...
In the recent past the adaptive finite element method has proved to be successfully applicable for t...