In [8] it was proved that any increasing functional of the first k eigenvalues of the Dirichlet Laplacian admits a (quasi-)open minimizer among the subsets of ℝN of unit measure. In this paper we show that every minimizer is uniformly bounded by a constant depending only on k, N
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
In [8] it was proved that any increasing functional of the first k eigenvalues of the Dirichlet Lapl...
In [8] it was proved that any increasing functional of the first k eigenvalues of the Dirichlet Lapl...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet L...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet L...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet L...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet Lap...
This Thesis is devoted to the study of some shape optimization problems for eigenvalues of the Diric...
We study the optimal sets (Formula presented.) for spectral functionals of the form (Formula present...
In this paper we study the regularity of the optimal sets for the sum of the first k eigenvalues of ...
In this survey we present the new techniques developed for proving existence of optimal sets when on...
In this survey we present the new techniques developed for proving existence of optimal sets when on...
We study the optimal sets for spectral functionals depending on the eigenvalues of the Dirichlet-Lap...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
In [8] it was proved that any increasing functional of the first k eigenvalues of the Dirichlet Lapl...
In [8] it was proved that any increasing functional of the first k eigenvalues of the Dirichlet Lapl...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet L...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet L...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet L...
In this paper we show that any increasing functional of the first k eigenvalues of the Dirichlet Lap...
This Thesis is devoted to the study of some shape optimization problems for eigenvalues of the Diric...
We study the optimal sets (Formula presented.) for spectral functionals of the form (Formula present...
In this paper we study the regularity of the optimal sets for the sum of the first k eigenvalues of ...
In this survey we present the new techniques developed for proving existence of optimal sets when on...
In this survey we present the new techniques developed for proving existence of optimal sets when on...
We study the optimal sets for spectral functionals depending on the eigenvalues of the Dirichlet-Lap...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
This paper deals with the eigenvalue problem for the operator $L = −Delta − x cdot abla$ with Diric...
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