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On the optimal order of accuracy of an approximate solution to the Symm's integral equation - MaRDI portal

On the optimal order of accuracy of an approximate solution to the Symm's integral equation (Q2901084)

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scientific article; zbMATH DE number 6057602
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English
On the optimal order of accuracy of an approximate solution to the Symm's integral equation
scientific article; zbMATH DE number 6057602

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    16 July 2012
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    Symm's integral equation, completely discrete collocation method, self-regularization, a posteriori choice of parameters, optimal order of accuracy
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    On the optimal order of accuracy of an approximate solution to the Symm's integral equation (English)
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    The goal is to develop the approximate schemes of completely discrete collocation method with a posteriori choice of discretization parameter and perturbations in the both parts of the Symm's equation. The equilibrium principle is applied to the choice of parameters.
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