We present some open problems and obtain some partial results for spectral optimization problems involving measure, torsional rigidity and first Dirichlet eigenvalue
SUMMARY We present some new problems in spectral optimization. The first one consists in determini...
We present some new problems in spectral optimization. The first one consists in determining the bes...
We generalize to the p-Laplacian Δp a spectral inequality proved by M.-T. Ko...
We present some open problems and obtain some partial results for spectral optimization prob-lems in...
We present some open problems and obtain some partial results for spectral optimization problems inv...
We present some open problems and obtain some partial results for spectral optimization problems inv...
We consider the problem of minimising or maximising the quantity $lambda(Omega)T^q(Omega)$ on the cl...
We consider the problem of minimising or maximising the quantity $lambda(Omega)T^q(Omega)$ on the cl...
In this paper we give a method to geometrically modify an open set such that the first k eigenvalues...
We generalize to the $p-$Laplacian $\Delta_p$ a spectral inequality proved by M.-T. Kohler-Jobin. As...
In this paper we give a method to geometrically modify an open set such that the first k eigenvalues...
In this paper we give a method to geometrically modify an open set such that the first k eigenvalues...
In this thesis we discuss several shape optimization problems in which the cost functionals are give...
In this thesis we discuss several shape optimization problems in which the cost functionals are give...
This Thesis is devoted to the study of some shape optimization problems for eigenvalues of the Diric...
SUMMARY We present some new problems in spectral optimization. The first one consists in determini...
We present some new problems in spectral optimization. The first one consists in determining the bes...
We generalize to the p-Laplacian Δp a spectral inequality proved by M.-T. Ko...
We present some open problems and obtain some partial results for spectral optimization prob-lems in...
We present some open problems and obtain some partial results for spectral optimization problems inv...
We present some open problems and obtain some partial results for spectral optimization problems inv...
We consider the problem of minimising or maximising the quantity $lambda(Omega)T^q(Omega)$ on the cl...
We consider the problem of minimising or maximising the quantity $lambda(Omega)T^q(Omega)$ on the cl...
In this paper we give a method to geometrically modify an open set such that the first k eigenvalues...
We generalize to the $p-$Laplacian $\Delta_p$ a spectral inequality proved by M.-T. Kohler-Jobin. As...
In this paper we give a method to geometrically modify an open set such that the first k eigenvalues...
In this paper we give a method to geometrically modify an open set such that the first k eigenvalues...
In this thesis we discuss several shape optimization problems in which the cost functionals are give...
In this thesis we discuss several shape optimization problems in which the cost functionals are give...
This Thesis is devoted to the study of some shape optimization problems for eigenvalues of the Diric...
SUMMARY We present some new problems in spectral optimization. The first one consists in determini...
We present some new problems in spectral optimization. The first one consists in determining the bes...
We generalize to the p-Laplacian Δp a spectral inequality proved by M.-T. Ko...
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