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- W2030791846 abstract "Easily implementable numerical-analytical (so-called matrix) methods are developed and analyzed for approximate solution of one-dimensional linear integrodifferential equations with constant integration limits containing a differential expression only in the integrand. Zero-rank matrix algorithms of numerical differentiation and integration are used for construction. The original equation is reduced to a linear algebraic vector equation for the values of the sought solution at the grid points and to an interpolation formula." @default.
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- W2030791846 title "Multiblock matrix methods for solution of integrodifferential equations of (0, k) type" @default.
- W2030791846 doi "https://doi.org/10.1007/bf01099399" @default.
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