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|Title:||Um problema do tipo ambrosetti-prodi para um sistema de equações elipticas|
|Author:||Morais Filho, Daniel Cordeiro|
|Advisor:||Figueiredo, Djairo Guedes de, 1934-|
|Abstract:||Resumo: Não informado|
Abstract: In Chapter 1 we consider the following system of semilinear elliptic equations: LU = F(x, U) + T? + H(x), U = 0, where l = diag (L, L), T E 2, L is a 2nd order elliptic operator in the divergent form, H is a fixed vector-function in C?(?) x C?(?) and <P~ is a positive eigenfunction of ?'1 the dual operator of L. Using the Monotonic Iteration Method and Degree Theory, we find a curve r that splits the plane into two disjoint unbounded domains E and N ( 2 = E U N U ) such that: ... Note: The complete abstract is available with the full electronic digital thesis or dissertations.
|Subject:||Equações diferenciais elipticas|
|Appears in Collections:||IMECC - Dissertação e Tese|
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