In this paper we study a linear second order elliptic operator with discontinuous coefficients in unbounded domains. We prove existence and uniqueness results in weighted Sobolev spaces assuming that the leading coefficients converge at infinity and their derivatives belong to suitable Morrey spaces.
Existence and uniqueness results for elliptic equations with coefficients in locally Morrey spaces
DI GIRONIMO, Patrizia;VITOLO, Antonio
2003-01-01
Abstract
In this paper we study a linear second order elliptic operator with discontinuous coefficients in unbounded domains. We prove existence and uniqueness results in weighted Sobolev spaces assuming that the leading coefficients converge at infinity and their derivatives belong to suitable Morrey spaces.File in questo prodotto:
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