10.1002/mana.1961.3210230304

Convergence of multistep methods for systems of ordinary differential equations with parameters

Abstract

summary:The author considers the convergence of quasilinear nonstationary multistep methods for systems of ordinary differential with parameters. Sufficient conditions for their convergence are given. The new numerical method is tested for two examples and it turns out to be a little better than the Hamming method

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Institute of Mathematics AS CR, v. v. i.

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oai:oai.dml.cz:10338.dmlcz/104257Last time updated on 7/9/2019View original full text link

This paper was published in Institute of Mathematics AS CR, v. v. i..

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