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Richardson extrapolation of iterated discrete collocation method for eigenvalue problem of a two dimensional compact integral operator - MaRDI portal

Richardson extrapolation of iterated discrete collocation method for eigenvalue problem of a two dimensional compact integral operator (Q2927959)

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scientific article; zbMATH DE number 6366077
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English
Richardson extrapolation of iterated discrete collocation method for eigenvalue problem of a two dimensional compact integral operator
scientific article; zbMATH DE number 6366077

    Statements

    5 November 2014
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    eigenvalue problem
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    compact integral operator
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    discrete collocation methods
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    Richardson extrapolation
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    eigenfunctions
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    linear Fredholm integral equation
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    Nyström method based
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    error analysis
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    Richardson extrapolation of iterated discrete collocation method for eigenvalue problem of a two dimensional compact integral operator (English)
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    The authors are interested in finding eigenvalues and eigenfunctions for a linear Fredholm integral equation in two dimensions with a compact integral operator. Applying a Nyström method based on piecewise polynomials, approximations for the eigenvalues and eigenfunctions are obtained. An error analysis is provided, and based on this analysis, the authors extend the fundamental approximate solution method by means of a Richardson extrapolation.
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