Институт вычислительной математики
и математической геофизики

Abstracts

Numerical solution of differential and integral equations

We propose the numerical method of solfing of problem for ordinary differential equation with small parametr at derivate. Method based on synthesis of regularization for singular perturbated problem Lomov's with method of finite elements. The accuracy of constucted solution is has oreder O(epsilon h), where epsilon -small parametr, h- step of net.

Note. Abstracts are published in author's edition

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