Add to ORKGWe consider shape optimization problems for general integral functionals of the calculus of variations that may contain a boundary term. In particular, this class includes optimization problems governed by elliptic equations with a Robin condition on the free boundary. We show the existence of an optimal domain under rather general assumptions and we study the cases when the optimal domains are open sets and have a finite perimeter
Abstract. In this paper we consider a model shape optimization problem. The state variable solves an...
In this article, we are interested in shape optimization problems where the functional is defined on...
In this article, we are interested in shape optimization problems where the functional is defined on...
We consider shape optimization problems for general integral functionals of the calculus of variatio...
We consider shape optimization problems for general integral functionals of the calculus of variatio...
We consider shape optimization problems for general integral functionals of the calculus of variatio...
We provide a free discontinuity approach to a class of shape optimization problems involving Robin c...
AbstractThe minimization of a functional associated with Dirichlet boundary conditions is imposed to...
We consider a shape optimization problem written in the optimal control form: the governing operator...
We consider a shape optimization problem written in the optimal control form: the governing operator...
The present thesis is concerned with the problem of proving the existence of optimal domains for fun...
In this article, we are interested in shape optimization problems where the functionals are defined ...
summary:We are interested in an optimal shape design formulation for a class of free boundary proble...
summary:We are interested in an optimal shape design formulation for a class of free boundary proble...
summary:We are interested in an optimal shape design formulation for a class of free boundary proble...
Abstract. In this paper we consider a model shape optimization problem. The state variable solves an...
In this article, we are interested in shape optimization problems where the functional is defined on...
In this article, we are interested in shape optimization problems where the functional is defined on...
We consider shape optimization problems for general integral functionals of the calculus of variatio...
We consider shape optimization problems for general integral functionals of the calculus of variatio...
We consider shape optimization problems for general integral functionals of the calculus of variatio...
We provide a free discontinuity approach to a class of shape optimization problems involving Robin c...
AbstractThe minimization of a functional associated with Dirichlet boundary conditions is imposed to...
We consider a shape optimization problem written in the optimal control form: the governing operator...
We consider a shape optimization problem written in the optimal control form: the governing operator...
The present thesis is concerned with the problem of proving the existence of optimal domains for fun...
In this article, we are interested in shape optimization problems where the functionals are defined ...
summary:We are interested in an optimal shape design formulation for a class of free boundary proble...
summary:We are interested in an optimal shape design formulation for a class of free boundary proble...
summary:We are interested in an optimal shape design formulation for a class of free boundary proble...
Abstract. In this paper we consider a model shape optimization problem. The state variable solves an...
In this article, we are interested in shape optimization problems where the functional is defined on...
In this article, we are interested in shape optimization problems where the functional is defined on...