We establish some Korovkin-type theorems for the Dirichlet operator associated with a strictly elliptic differential operator L, that is, the operator which gives the solution of the Dirichlet problem associated with the differential operator L and with continuous boundary data. We also give some applications of these results in order to approximate the solutions of the Dirichlet problem via an exhaustive method or by iterations of volume means.'

Korovkin subsets for the Dirichlet operator associated with a strictly elliptic differential operator

ROMITO, MARCO
1996-01-01

Abstract

We establish some Korovkin-type theorems for the Dirichlet operator associated with a strictly elliptic differential operator L, that is, the operator which gives the solution of the Dirichlet problem associated with the differential operator L and with continuous boundary data. We also give some applications of these results in order to approximate the solutions of the Dirichlet problem via an exhaustive method or by iterations of volume means.'
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11568/49570
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