METHOD OF MULTIPLE RECALCULATIONS

  • O.I. Vejtsblit Kherson State University, Kherson
Keywords: algorithm, function, integration, method, numerical

Abstract

      In this work for the analysis of results of integration it is offered a posteriori method of multiple recalculations which is a generalization of a Runge – Richardson method of double recalculation

Downloads

Download data is not yet available.

Metrics

Metrics Loading ...

References


1. N. S. Baxvalov Chislennye metody t. 1. / – M.: “Nauka”, 1973. – 631 s.
2. M. Ja. Ljashhenko, M. S. Golovan' Chisel'ni metodi K.: “Libid'”, 1996 – 285 s.
3. http://forum.ixbt.com – «Bystroe otobrazhenie vektornoj grafiki. Algoritmy»
4. http://gis-lab.info – «GIS-Lab - Geograficheskie informacionnye sistemy i distancionnoe zondirovanie». 2002-2010
5. I. S. Berezin, N. P. Zhidkov Metody vychislenij t. 1. / – M.: “Nauka”, 1966. – 632 s.
6. V. I. Arnol'd Dopolnitel'nye glavy teorii obyknovennyx differencial'nyx uravnenij. / – M.: “Nauka”, 1978. – 302s.
7. M. Rid, B. Sajmon Metody sovremennoj matematicheskoj fiziki t.1. / M: Mir, 1977. 358 s.
Published
2010-11-29
Pages
050-060
How to Cite
VejtsblitO. (2010). METHOD OF MULTIPLE RECALCULATIONS. Journal of Information Technologies in Education (ITE), (8), 050-060. https://doi.org/10.14308/ite000203