Cubic spline-projection method for two-dimensional integral equations of scattering theory (Q1335610)
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scientific article; zbMATH DE number 651866
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Cubic spline-projection method for two-dimensional integral equations of scattering theory |
scientific article; zbMATH DE number 651866 |
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Cubic spline-projection method for two-dimensional integral equations of scattering theory (English)
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17 October 1994
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The author considers a projection method with cubic splines for solving two-dimensional Fredholm integral equations. Emphasis is placed on the relationship between collocation and Galerkin methods. This approach reduces the problem to one of evaluating multidimensional integrals and solving a system of algebraic equations. The number of algebraic equations increases with the number of grid points.
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scattering theory
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projection method
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cubic splines
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two-dimensional Fredholm integral equations
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collocation
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Galerkin methods
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0.783328652381897
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0.7625837326049805
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