SciCADE 2013
International Conference on Scientific Computation and Differential Equations
September 16-20, 2013, Valladolid (Spain)

Invited Talk

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Numerical solution of integro-algebraic equations by multistep methods

M. Bulatov and O. Budnikova

Abstract
Multistep methods are proposed for numerical solution of linear integro-algebraic equations of index one. The algorithms are based on explicit Adams's quadrature formulas and extrapolation formulas. Conditions for the convergence of such algorithms to the exact solution are given. Stability regions have been built. The work was supported RFBR Grants 11-01-00639-a and 13-01-93002 Viet-a.

Organized by         Universidad de Valladolid     IMUVA