
▶▶ Read Sequence Transformations (Springer Series in Computational Mathematics) (v. 11) Books


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Date : 1988-07-19
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Sequence Transformations Springer Series in Computational ~ Buy Sequence Transformations Springer Series in Computational Mathematics on FREE SHIPPING on qualified orders
Automatic Selection of Sequence Transformations Springer ~ “Automatic selection of sequence transformations” Math of Computation 37 1981 pp 197–204 248 Chapter 7 1988 Automatic Selection of Sequence Transformations In Sequence Transformations Springer Series in Computational Mathematics vol 11 Springer Berlin Heidelberg
Computational Mathematics and Mathematical Springer ~ Computational Mathematics and Mathematical Physics All Volumes Issues Volume 58 Issue 11 November 2018 ISSN 09655425 Print 15556662 Online In this issue 16 articles OriginalPaper Factorial Transformation for Some Classical Combinatorial Sequences V P Varin Pages 16871707 OriginalPaper Springer for Research Development
Springer Series in Computational Mathematics ~ This is basically a numerical analysis series in which highlevel monographs are published We develop this series aiming at having more publications in it which are closer to applications There are several volumes in the series which are linked to some mathematical software This is a list of all titles published in this series
Title Nonlinear Sequence Transformations Computational ~ Pade approximants which convert the partial sums of a power series to a doubly indexed sequence of rational functions are the best known sequence transformations but the emphasis of the review will be on alternative sequence transformations which for some problems provide better results than Pade approximants
Springer Series in Computational Mechanics ~ Although this series no longer publishes new content the published titles listed below may be still available online e g via the Springer Book Archives and in print
Mathematics Series M Z from Springer ~ Mathematics Books Journals Series Textbooks Reference Works Electronic Media from Springer
On the stability of the J transformation Home Springer ~ Abstract The stability of a large class of nonlinear sequence transformations is analyzed Considered are variants of the J transformation 17 Suitable variants of this transformation belong to the most successful extrapolation algorithms that are known 20
Some remarks on faster convergent infinite series ~ A structure on terms of faster convergent series is studied in the paper Necessary and sufficient conditions for the existence of faster convergent series with different types of terms are found A faster convergence criteria for certain Kummer’s series is proved in this paper
Mathematics Series AL from Springer ~ Bocconi Springer Series The Bocconi Springer Series aims to publish research monographs and advanced textbooks covering a wide variety of topics in the fields of mathematics statistics finance economics and financial economics
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