AbstractWe consider optimal problems governed by elliptical equations on parameters and give sufficient conditions for the continuous dependence of the solutions on the parameters. The techniques are based on variational methods
AbstractIn this paper nonlinear partial differential equations of the elliptic type with the Dirichl...
We consider optimal control problems for linear degenerate elliptic variational inequalities with ho...
The dissertation concerns a systematic study of full stability in general optimization models includ...
AbstractWe consider a system of elliptic equations and derive sufficient conditions for solutions of...
In this paper we investigate the sensitivity (variational stability) of parametric optimal control p...
: A family of parameter dependent elliptic optimal control problems with nonlinear boundary control ...
In this paper we study a classical Dirichlet optimal control problem for a nonlinear elliptic equati...
AbstractIn this article we study the optimal control of uncertain systems monitored by nonlinear ell...
An optimal control problem for a semilinear elliptic equation is discussed, where the control appear...
The continuous dependence of solutions for a certain class of elliptic PDE on functional parameters ...
In this paper we study a classical Dirichlet optimal control problem for a nonlinear elliptic equat...
In this thesis, we consider a class of optimal control problems known as coefficient control problem...
Introduction: In this thesis we address some problems related to two topics in the Calculus of Varia...
It is proposed an approximating method for optimal control problems governed by elliptic variational...
Optimal control of the general boundary value problems in a bounded Lipschitz domain for the linear ...
AbstractIn this paper nonlinear partial differential equations of the elliptic type with the Dirichl...
We consider optimal control problems for linear degenerate elliptic variational inequalities with ho...
The dissertation concerns a systematic study of full stability in general optimization models includ...
AbstractWe consider a system of elliptic equations and derive sufficient conditions for solutions of...
In this paper we investigate the sensitivity (variational stability) of parametric optimal control p...
: A family of parameter dependent elliptic optimal control problems with nonlinear boundary control ...
In this paper we study a classical Dirichlet optimal control problem for a nonlinear elliptic equati...
AbstractIn this article we study the optimal control of uncertain systems monitored by nonlinear ell...
An optimal control problem for a semilinear elliptic equation is discussed, where the control appear...
The continuous dependence of solutions for a certain class of elliptic PDE on functional parameters ...
In this paper we study a classical Dirichlet optimal control problem for a nonlinear elliptic equat...
In this thesis, we consider a class of optimal control problems known as coefficient control problem...
Introduction: In this thesis we address some problems related to two topics in the Calculus of Varia...
It is proposed an approximating method for optimal control problems governed by elliptic variational...
Optimal control of the general boundary value problems in a bounded Lipschitz domain for the linear ...
AbstractIn this paper nonlinear partial differential equations of the elliptic type with the Dirichl...
We consider optimal control problems for linear degenerate elliptic variational inequalities with ho...
The dissertation concerns a systematic study of full stability in general optimization models includ...
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