This seminar deals with the eigenvalue problem for the operator L = − Delta − x · ∇ with Dirichlet boundary conditions. We are interested in proving the existence of a set minimizing any eigenvalue λ_k of L under a suitable measure constraint suggested by the structure of the operator.
Existence of minimizers for eigenvalues of the Dirichlet-Laplace operator with a drift / Brandolini, Barbara. - (2015).
Existence of minimizers for eigenvalues of the Dirichlet-Laplace operator with a drift
BRANDOLINI, BARBARA
2015
Abstract
This seminar deals with the eigenvalue problem for the operator L = − Delta − x · ∇ with Dirichlet boundary conditions. We are interested in proving the existence of a set minimizing any eigenvalue λ_k of L under a suitable measure constraint suggested by the structure of the operator.File in questo prodotto:
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