Holomorphic Integral Representations for the Solutions of the Helmholtz Equation
Two types of integral representations for the solutions of the (n-dimensional) Helmholtz equation in certain classes of unbounded domains have been presented and proved in [B0] (see also [B] for some generalization of these results to other equations). We shall describe here these representations, and give an extension of the second one to a more general class of domains. The main results can be summarized as follows.
KeywordsIntegral Representation Entire Function Analytic Continuation Helmholtz Equation Unbounded Domain
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