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On a highly accurate approximation of the first and pure second derivatives of the Laplace equation in a rectangular parallelpiped - MaRDI portal

On a highly accurate approximation of the first and pure second derivatives of the Laplace equation in a rectangular parallelpiped (Q1725526)

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scientific article; zbMATH DE number 7023551
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English
On a highly accurate approximation of the first and pure second derivatives of the Laplace equation in a rectangular parallelpiped
scientific article; zbMATH DE number 7023551

    Statements

    On a highly accurate approximation of the first and pure second derivatives of the Laplace equation in a rectangular parallelpiped (English)
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    14 February 2019
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    finite difference method
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    approximation of derivatives
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    uniform error
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    Laplace equation
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