We consider a complete linear elliptic system of equations div(ADu + Tu) + BDu + Cu = f in unbounded domains, where A satisfy the strong Legendre condition and T, B, C belong to suitable spaces of Morrey type. By techniques relative to these spaces and a priori estimates we get results of existence and uniqueness for the Dirichlet problem in some particular cases.
SYSTEMS OF ELLIPTIC EQUATIONS IN UNBOUNDED DOMAINS: AN EXISTENCE AND UNIQUENESS RESULT
DI GIRONIMO, Patrizia
2006-01-01
Abstract
We consider a complete linear elliptic system of equations div(ADu + Tu) + BDu + Cu = f in unbounded domains, where A satisfy the strong Legendre condition and T, B, C belong to suitable spaces of Morrey type. By techniques relative to these spaces and a priori estimates we get results of existence and uniqueness for the Dirichlet problem in some particular cases.File in questo prodotto:
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