Abstract
In this paper we shall prove an existence theorem and give applications of an outgoing solution of the following problem:where L(x, x) is a second order elliptic differential operator with a potential term q(x), is an exterior domain of ℝn (where n 2) with the C2-class boundary , k is an element of the complex plane or of a logarithmic Riemann surface, and B is either a Dirichlet boundary condition or of the form Bu = vj(x) ajk(x) ku + (x)u with the unit outer normal vector v(x) = (vl,, vn) at x.
Publisher
Cambridge University Press (CUP)
Cited by
1 articles.
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