Add to ORKGDual-weighted goal-oriented error estimates for a class of pointwise control constrained optimal control problems for second order elliptic partial differential equations are derived. It is demonstrated that the constraints give rise to a primal-dual weighted error term representing the mismatch in the complementarity system due to discretization. Also, for the new error estimate a posteriori error estimators for the L²-norm of the solution and its adjoint are derived
A dual-weighted residual approach for goal-oriented adaptive finite elements for a class o...
We are concerned with the numerical solution of distributed optimal control problems for second orde...
AbstractWe present a general method for error control and mesh adaptivity in Galerkin finite element...
Dual-weighted goal-oriented error estimates for a class of pointwise control constrained optimal con...
Primal-dual-weighted goal-oriented a posteriori error estimates for pointwise state constrained opti...
Primal-dual-weighted goal-oriented a posteriori error estimates for pointwise state constrained opti...
Abstract. Dual-weighted goal-oriented error estimates for a class of pointwise control constrained o...
We consider the application of the goal-oriented weighted dual approach for the adaptive finite elem...
A dual-weighted residual approach for goal-oriented adaptive finite elements for a class of optimal ...
The methodology of dual weighted residuals is applied to an optimal control problem for ordinary dif...
The final publication is available at European Mathematical Society Publishing House:http://www.ems-...
We develop a new approach towards error control and adaptivity for finite element discretizations in...
Adaptive finite element methods for optimization problems for second order linear elliptic partial d...
A dual-weighted residual approach for goal-oriented adaptive finite elements for a class of optimal ...
We provide an a posteriori error analysis of finite element approximations of pointwise state constr...
A dual-weighted residual approach for goal-oriented adaptive finite elements for a class o...
We are concerned with the numerical solution of distributed optimal control problems for second orde...
AbstractWe present a general method for error control and mesh adaptivity in Galerkin finite element...
Dual-weighted goal-oriented error estimates for a class of pointwise control constrained optimal con...
Primal-dual-weighted goal-oriented a posteriori error estimates for pointwise state constrained opti...
Primal-dual-weighted goal-oriented a posteriori error estimates for pointwise state constrained opti...
Abstract. Dual-weighted goal-oriented error estimates for a class of pointwise control constrained o...
We consider the application of the goal-oriented weighted dual approach for the adaptive finite elem...
A dual-weighted residual approach for goal-oriented adaptive finite elements for a class of optimal ...
The methodology of dual weighted residuals is applied to an optimal control problem for ordinary dif...
The final publication is available at European Mathematical Society Publishing House:http://www.ems-...
We develop a new approach towards error control and adaptivity for finite element discretizations in...
Adaptive finite element methods for optimization problems for second order linear elliptic partial d...
A dual-weighted residual approach for goal-oriented adaptive finite elements for a class of optimal ...
We provide an a posteriori error analysis of finite element approximations of pointwise state constr...
A dual-weighted residual approach for goal-oriented adaptive finite elements for a class o...
We are concerned with the numerical solution of distributed optimal control problems for second orde...
AbstractWe present a general method for error control and mesh adaptivity in Galerkin finite element...