Boundary Value Problems for Equations of Elliptic Type
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Let S be the smooth surface that is the boundary of a region G ∈ R n and let n x be the outward normal vector at point x ∈ S, i. e. normal to S at point x. It is said that a function u has a regular normal derivative on S outward if there exists, unifor ml y in all x ∈ S, a limit ,
KeywordsDirichlet Problem Elliptic Type Double Layer Potential Exterior Problem Simple Layer
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© Springer-Verlag Berlin Heidelberg 1986