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The interface problem is considered for the Poisson equation in two independent variables, The interface curves, along which jump conditions are prescribed, are allowed to intersect, The second derivatives of solutions of the interface problem are shown to lie in a certain "twisted" Soboiev space. The solution operator is shown to be a closed, densely defined, operator in L2 whose domain can be determined exactly
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R. Bruce Kellogg (1974) studied this question.
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