A View of Green′s Function for One-Dimensional Laplace Operator

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  • A View of Green’s Function for One-Dimensional Laplace Operator
  • View of Green s Function for One Dime

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A pair of functions −ζ±(x, x′)=−[|x−x′|±(x−x′)]⁄2 are considered as Green’s functions for one-dimensional Laplace operator by giving some examples. It is shown that these functions can be understood to be generalized functions by the Fourier transform of the differential equation ∇2G(x)=−δ(x).

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